{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "1f5623f5-c9c0-4794-88aa-048149a964ea",
   "metadata": {},
   "source": [
    "# Model S profiles\n",
    "\n",
    "__José Roberto Canivete Cuissa__  \n",
    "__19.01.2023, Zurich__\n",
    "\n",
    "---------\n",
    "\n",
    "This Notebook contains the analysis and routines to generate a \"Model S\"-like profile for RAMSES simulations of magnetoconvection"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "88a002cf-d5c1-459a-b277-6828d215f010",
   "metadata": {
    "tags": []
   },
   "source": [
    "----------\n",
    " \n",
    "## Imports and constants"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "43a9088c-a17f-4b7b-9acf-a554068f9887",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Imports\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import astropy.constants as const\n",
    "\n",
    "# Files\n",
    "gong_file = 'data/fgong.l5bi.d.15'\n",
    "modelS_file = 'data/cptrho.l5bi.d.15c'"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b0d56b0d-a08a-4191-9bd4-d2d6eed33bc6",
   "metadata": {},
   "source": [
    "------\n",
    "\n",
    "## Read and plot Model S main quantities "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "5b1c5553-5fc2-423d-9b46-82cb5e6229db",
   "metadata": {},
   "outputs": [],
   "source": [
    "def read_modelS(modelS_file):\n",
    "    \"\"\" Routine reading the modelS simplified file \"\"\"\n",
    "    # Open file\n",
    "    f = open(modelS_file, 'r')\n",
    "    lines = f.readlines()\n",
    "    f.close()\n",
    "    \n",
    "    # Discard header and prepare lists of quantities\n",
    "    lines = lines[6:]\n",
    "    r = []          # Radius\n",
    "    c = []          # Sound speed\n",
    "    d = []        # Density\n",
    "    p = []          # Pressure\n",
    "    gamma_1 = []    # First adiabatic index\n",
    "    T = []          # Temperature\n",
    "    \n",
    "    # Read quantities in lines\n",
    "    for i in lines:\n",
    "        columns = i.split()\n",
    "        r.append(float(columns[0]))\n",
    "        c.append(float(columns[1]))\n",
    "        d.append(float(columns[2]))\n",
    "        p.append(float(columns[3]))\n",
    "        gamma_1.append(float(columns[4]))\n",
    "        T.append(float(columns[5]))\n",
    "    # Save as a dictionary\n",
    "    modelS = {'r':np.array(r),\n",
    "              'c':np.array(c),\n",
    "              'd':np.array(d),\n",
    "              'p':np.array(p),\n",
    "              'gamma_1':np.array(gamma_1),\n",
    "              'T':np.array(T)}\n",
    "    \n",
    "    # Add entropy\n",
    "    gamma = 5./3.\n",
    "    s = modelS['p']/(modelS['d']**gamma)\n",
    "    modelS['s']=s\n",
    "    modelS = grav_acc(modelS)\n",
    "    return modelS\n",
    "\n",
    "def grav_acc(modelS):\n",
    "    \"\"\" Compute gravitational acceleration \"\"\"\n",
    "    # gather variables in cgs\n",
    "    r_cm = modelS['r'][::-1]*const.R_sun.to('cm').value\n",
    "    d = modelS['d'][::-1]\n",
    "    dr = r_cm[1:]-r_cm[:-1]\n",
    "    \n",
    "    # Integrate\n",
    "    g = [0.]\n",
    "    integral = 0.\n",
    "    for i in np.arange(dr.shape[0]):\n",
    "        G = const.G.value*1e3 # cm³/g/s²\n",
    "        integral += 4.*np.pi*dr[i]*(r_cm[i]**2)*d[i]\n",
    "        g.append(integral*const.G.to('cm3/(g s2)').value/(r_cm[i]**2))\n",
    "    g=np.array(g)\n",
    "    modelS['g'] = g[::-1]\n",
    "    return modelS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "dea164f3-4687-4715-8433-60ae6b5373da",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/sctmp/jcaniv/ipykernel_1541609/4076549324.py:54: RuntimeWarning: invalid value encountered in double_scalars\n",
      "  g.append(integral*const.G.to('cm3/(g s2)').value/(r_cm[i]**2))\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x1100 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Read file\n",
    "modelS = read_modelS(modelS_file)\n",
    "\n",
    "# Prepare figure\n",
    "fig, axes = plt.subplots(4,2,figsize=(7,11))\n",
    "\n",
    "# Plot density\n",
    "ax = axes[0,0]\n",
    "ax.plot(modelS['r'], modelS['d'], label='density [g/cc]')\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot pressure\n",
    "ax = axes[0,1]\n",
    "ax.plot(modelS['r'], modelS['p'], label='pressure [dyn/cm²]')\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot temperature\n",
    "ax = axes[1,0]\n",
    "ax.plot(modelS['r'], modelS['T'], label='temperature [K]')\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot sound speed\n",
    "ax = axes[1,1]\n",
    "ax.plot(modelS['r'], modelS['c'], label='sound speed [cm/s]')\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot adiabatic index\n",
    "ax = axes[2,0]\n",
    "ax.plot(modelS['r'], modelS['gamma_1'], label=r'$\\Gamma_1$ [-]')\n",
    "ax.legend()\n",
    "\n",
    "# Plot entropy\n",
    "ax = axes[2,1]\n",
    "ax.plot(modelS['r'], modelS['s'], label=r'entropy [-]')\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot g\n",
    "ax = axes[3,0]\n",
    "ax.plot(modelS['r'], modelS['g'], label=r'g [cm/s]')\n",
    "ax.legend()\n",
    "\n",
    "# Boundaries of convection zone\n",
    "for ax in axes.ravel():\n",
    "    ax.axvline(0.25, color='k', linestyle=':')\n",
    "    ax.axvline(0.7, color='k', linestyle=':')\n",
    "    ax.axvline(0.95, color='k', linestyle='--')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "44d0c9e5-1e75-4634-8507-e00183702192",
   "metadata": {},
   "source": [
    "-----------\n",
    "\n",
    "## Generate politropic profiles that \"match\" the model S ones"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "d19409c7-3360-47f0-acae-b4ead2b145b2",
   "metadata": {},
   "outputs": [],
   "source": [
    "def polytrope(ri, rf, gamma, g, di, pi, orientation='forwards'):\n",
    "    \"\"\" Polytrope in hydrostatic equilibrium given density and pressure in r_i \"\"\"\n",
    "    # Constants\n",
    "    k_B = const.k_B.to('erg/K').value\n",
    "    m_p = const.m_p.to('g').value\n",
    "    # Radial range\n",
    "    r = np.linspace(ri,rf,201)\n",
    "    if orientation=='backwards':\n",
    "        r = r[::-1]\n",
    "    # Formulas\n",
    "    d = di*(1.0 - ((gamma-1.0)/gamma)*g*(di/pi)*(r-ri)*const.R_sun.to('cm').value)**(1.0/(gamma-1.0))\n",
    "    p = pi*(d/di)**(gamma)\n",
    "    # Derived quantities T and s\n",
    "    T = p*m_p/(k_B*d)\n",
    "    s = p/(d**(5./3.))\n",
    "    c = np.sqrt((5./3.)*p/d)\n",
    "    profile = {'r':r,\n",
    "               'd':d,\n",
    "               'p':p,\n",
    "               'T':T,\n",
    "               's':s,\n",
    "               'c':c,\n",
    "               'gamma':gamma,\n",
    "               'g':g,\n",
    "               'di':d[0],\n",
    "               'pi':p[0]}\n",
    "    if orientation=='backwards':\n",
    "        profile['ri'] = rf\n",
    "        profile['rf'] = ri\n",
    "    elif orientation=='forwards':\n",
    "        profile['ri'] = ri\n",
    "        profile['rf'] = rf\n",
    "\n",
    "    return profile\n",
    "\n",
    "def find_value(model, var_name, radius):\n",
    "    \"\"\" Returns the value of the quantity at a certain radius \"\"\"\n",
    "    var = model[var_name]\n",
    "    r = model['r']\n",
    "    dr = np.abs(r - radius)\n",
    "    index = np.argsort(dr)[0]\n",
    "    return var[index], index"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a44269b2-178c-4e0b-b5d6-857e43d4782a",
   "metadata": {},
   "source": [
    "### Convection zone"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "7f82d71e-9257-414e-b8e2-7cbd5dc91dcf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x900 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Set boundaries of region\n",
    "ri_conv = 0.70\n",
    "rf_conv = 0.95\n",
    "# Get i values and indices\n",
    "di, idxi = find_value(modelS, 'd', ri_conv)\n",
    "pi, _    = find_value(modelS, 'p', ri_conv)\n",
    "_ , idxf = find_value(modelS, 'd', rf_conv)\n",
    "gamma_conv = 5./3.\n",
    "# Compute average grav. acc.\n",
    "g_conv = np.mean(modelS['g'][idxf:idxi])\n",
    "\n",
    "# Define initial values\n",
    "di_conv = di*1.0\n",
    "pi_conv = pi*1.0\n",
    "\n",
    "# Get profile\n",
    "profile_conv = polytrope(ri_conv, rf_conv, gamma_conv, g_conv, di_conv, pi_conv)\n",
    "\n",
    "# Prepare figure\n",
    "fig, axes = plt.subplots(3,2,figsize=(7,9))\n",
    "# Plot density\n",
    "ax = axes[0,0]\n",
    "ax.plot(modelS['r'], modelS['d'], label='density [g/cc]')\n",
    "ax.plot(profile_conv['r'], profile_conv['d'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot pressure\n",
    "ax = axes[0,1]\n",
    "ax.plot(modelS['r'], modelS['p'], label='pressure [dyn/cm²]')\n",
    "ax.plot(profile_conv['r'], profile_conv['p'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot temperature\n",
    "ax = axes[1,0]\n",
    "ax.plot(modelS['r'], modelS['T'], label='temperature [K]')\n",
    "ax.plot(profile_conv['r'], profile_conv['T'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot sound speed\n",
    "ax = axes[1,1]\n",
    "ax.plot(modelS['r'], modelS['c'], label='sound speed [cm/s]')\n",
    "ax.plot(profile_conv['r'], profile_conv['c'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot entropy\n",
    "ax = axes[2,1]\n",
    "ax.plot(modelS['r'], modelS['s'], label=r'entropy [-]')\n",
    "ax.plot(profile_conv['r'], profile_conv['s'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "\n",
    "# Boundaries of convection zone\n",
    "for ax in axes.ravel():\n",
    "    ax.axvline(0.25, color='k', linestyle=':')\n",
    "    ax.axvline(0.7, color='k', linestyle=':')\n",
    "    ax.axvline(0.95, color='k', linestyle='--')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "887e34cb-8054-48ec-8782-3e14430dcae3",
   "metadata": {},
   "source": [
    "### Radiative Zone"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "af003f94-f10d-4b61-be1d-53e770565007",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x900 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Set boundaries of region\n",
    "ri_rad = ri_conv\n",
    "rf_rad = 0.25\n",
    "# Get i values and indices\n",
    "di, idxi = find_value(modelS, 'd', ri_rad)\n",
    "pi, _    = find_value(modelS, 'p', ri_rad)\n",
    "_ , idxf = find_value(modelS, 'd', rf_rad)\n",
    "gamma_rad = 1.1\n",
    "# Compute average grav. acc.\n",
    "g_rad = g_conv\n",
    "\n",
    "# Define initial values\n",
    "di_rad = di_conv\n",
    "pi_rad = pi_conv\n",
    "\n",
    "# Get profile\n",
    "profile_rad = polytrope(ri_rad, rf_rad, gamma_rad, g_rad, di_rad, pi_rad, orientation='backwards')\n",
    "\n",
    "# Prepare figure\n",
    "fig, axes = plt.subplots(3,2,figsize=(7,9))\n",
    "# Plot density\n",
    "ax = axes[0,0]\n",
    "ax.plot(modelS['r'], modelS['d'], label='density [g/cc]')\n",
    "ax.plot(profile_rad['r'], profile_rad['d'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot pressure\n",
    "ax = axes[0,1]\n",
    "ax.plot(modelS['r'], modelS['p'], label='pressure [dyn/cm²]')\n",
    "ax.plot(profile_rad['r'], profile_rad['p'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot temperature\n",
    "ax = axes[1,0]\n",
    "ax.plot(modelS['r'], modelS['T'], label='temperature [K]')\n",
    "ax.plot(profile_rad['r'], profile_rad['T'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot sound speed\n",
    "ax = axes[1,1]\n",
    "ax.plot(modelS['r'], modelS['c'], label='sound speed [cm/s]')\n",
    "ax.plot(profile_rad['r'], profile_rad['c'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot entropy\n",
    "ax = axes[2,1]\n",
    "ax.plot(modelS['r'], modelS['s'], label=r'entropy [-]')\n",
    "ax.plot(profile_rad['r'], profile_rad['s'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "\n",
    "# Boundaries of convection zone\n",
    "for ax in axes.ravel():\n",
    "    ax.axvline(0.25, color='k', linestyle=':')\n",
    "    ax.axvline(0.7, color='k', linestyle=':')\n",
    "    ax.axvline(0.95, color='k', linestyle='--')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a748ca30-bc67-44e7-ab50-3e6d567b906c",
   "metadata": {
    "tags": []
   },
   "source": [
    "### Core"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "1d3cee8e-db3c-46f2-9d43-1d4163590804",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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PArwHAj6RrY8HGRI0mWOcOOn1DM4V1mJfVgn2Xyo1WYMs2EOOBa13WMYFd143kRBr48xImEKhwIgRI7Bq1SosWbKk0+u7du3C2rVrsWXLFkycOBEffvghUlJSkJOTg/DwcLM/T6VSQaVSGb9vaGgw7w3k7kDYGMNXR02V7QlZRXbrv7mAuqn1+2zgcofjpa6GS5jGxGwo4B8HuPqZXSdrEwgESAj3QkK4F/5vfix+y63A7nPFSLtaiayiOmQV1eH//S8HM2P9sWRUKKYM8aOtRwixJYYBnLwBuQfQUg80lhi+bh3rfKxrYHtSdmeSJuPP3rNCoQBjBnhjzABvvLogFsdvGNYgO5BdhpL6FnyYfhMfpt/EID8X3DsiGPeOCMYgGtknHGfVOWHdbRcyatQobN261fjc0KFDsXDhQpPtQno7ErZhwwa89tprnZ63ytmyXg/UF7UmZB1GzSqvAHpN1z/j7AsExgMB8UDgMMO8M99oQGzdUSadToeTJ08CAMaPH9+rLSgqG1XYm3Ubu8/fRm5pezLr6yrFfSNDsGRUKGKD7XMEggv6EhN7otVqsWfPHgCGm2vEYsue4zncSFgbZQ1Qc9P0q/qG4d/mmrv/rIsf4B3ZdZIm9+h/hfrIkm2hRaPD4bwKwxpkeRVQazuvQTZ/RDBCaA2yu6L+qX84OTH/ziRMrVbD2dkZ3377LRYtWmQ87tlnn0VWVhaOHDlifK63SVhXI2FhYWG27ah1GkOnaBw5a03QavIBdPHrFUoAv+jWxKxDgubia7Ei9XcSYk5JA3afL8berNuoamof9h8a5I4lo0Jw38gQ+Llx57q6PaCJr/3jsEnY3TTXGvqZO5O0mpvdT6lo4+zTmpi1JmU+kYY5rz6RVh9Bs9bfSmOLBqk55dh3wbAGma7DGmSjI7xw70jDGmS+tAZZJ9Q/9Q9nLkfeTVVVFXQ6HQICAkyeDwgIQFlZmfH7OXPm4Pz581AoFAgNDcWePXswZsyYO98OgGGCHeuT7EQSwD/G8NWRWglU5gJll4Hyy0B5tuGxqr71+8vAxQ7Huwa2JmVxQMAww2OfKEBkfpgEAgEGDx5sfGyu2GB3xAbH4qWUGKRfrcTu88X4NacCuaUNeOOnBmz8OQ/ThvhhSWIoZgz1h0zMr7Mma+hvTAjpxMkLCPECQkZ1fq2lvvsErakcUFYbvorPdP5Zt6DWhKz1yzfK8K9nRJ/6oztZqy24ySVYPCoUi0eFokahxv5LpfjfBcMaZGdv1eLsrVq89r8cTIj0wb0jgjE7LhAeTty/0coWqH9ih01HwkpKShASEoKMjAwkJSUZj3vzzTfx5ZdfIi8vr9+fyfmzZYYxXNJsS8zKLhn+7W7UTCQzJHdtSVlAa5LGwtpmdUo1/te6On9WUZ3xeQ8nCea3rs6fEOZJDdhBcfVMk0s4UwdVE1Cb335Zs+YGUH0TqL529xE0odhwM4BvVOvIWVR7kubiB3C07ZfWN+Oni4aE7EJxhzXIREJMi/bDvSODMSMmAE5SOpnkK672TzYdCfP19YVIJDIZ9QKAioqKTqNjvCUQAJ7hhq+Yue3Pq5oMlzDLL5uOnKmbgNILhq+O3EMMlzADhxv+DRpuOEu1Yifo6SzFsvERWDY+Ajcqm7D7XDH2ZN5GaX0LvjpViK9OFWKQnwuWjArFooQQ2geOEK6Subb2H8M6v9ZcZ0jOqq8B1deBqmut318HtM2tz1/r4j09DIlZ26iZ8SuS9TUXgzyc8OjkQXh08iAUVCnwvwsl2HehBNcqmnAwpxwHc8rhLBVhVmwA5g4LwtQhfrQoLLEJVibmJyYmYsuWLcbnYmNjcd9995lMzO8rzpxpWoJeD9QVdBg1a/237lbXx8s82hOytuTML9qq65rp9AxO3KjG9+eL8fPlMjRrdAAMueCESB8sGRWKOXGBcKHV+XmPq2eaXGLXddDrDXdoVrUmZ8YE7TpQV4guR/LbuIe0j5j5Dmn/1z2EtdEzhmFwpbwR+7JK8L+LJSiqad/qzUUqwvShAZg3LBDTommVfj7gav9k8SSsqakJ169fBwAkJCTg3XffRXJyMry9vREeHo5du3Zh2bJl2LZtG5KSkrB9+3Z89NFHyM7ORkRERL8/3647ud5qqQfKcwyXMssuAKUXDTcEdLhDs0XLYMk3zQCE2P3Vp5CPecjqxWpSafHzpVLsPl+Mkzfb79pylravzj9+kOOuzt/S0mJctmX37t2Qy+Usl8iyuNrJcQkf6tAlTYvh8mbHBK0tSeviDk5j/yQQYfcP+yAfOpuFQrdjGAaZRXXYf7EUP18uM9l711kqwvQYf8wdFoTkaH/eXrKk/ql/OJOEpaWlITk5udPzK1aswI4dOwAYFmt9++23UVpaivj4eLz33nuYMmWKRT6ft51cT7RqoOqKISEruwjFrUy4/ikVANCUnQqX2Jk2LU5RjRJ7Mm/j+/PFKKhWGp8PdJdjYUIIlowKQVQAf9Yw6g26+6h/+NC2+VAHsylrOoyaXQOqrkFxOxeuz2UCAJryz8NlQALLhWzXtpj1/kul2H/JNCFzknRIyGL84Czlzwg/9U/9w5kkjG0O2cl1QaPR4KsvvwSUVXjo4T9B4sxOwsMwDM4X1uH788X434USNLRoja8NC/HA4lEhWDAi2CFuGddoNPjqq68AAA899BAkEn7dlWXt+vGhbfOhDpZg6J++ABRVeOixZyCRc3P+KMMwuFhcj/2XSvHTpVIU17YnZHKJENNj/JESH4TpMf52P+WC+qf+oSSsFXVy3KXSGhZV3H3+Ng7nVUDbuoaPSCjAtCF+WDzKsNwFzb8gXeFD2+ZDHRwVwzC4dLse+y+VYf+lUhTWtI/wy8RCTI7yw5y4AMwYGgBvF9ryzdFQEtaKOjn7UKNQ438XSvB95m1c6LDchZtcjPnDg7B4VChGR3jRchfEiA9tmw91IIaELLukAT9dKsX+S6W41WHKhVAAjB3ojdmxgZgdF4BQL35tvk66RklYK+rkDHQ6HS5dugQAGDZsGKe3oLhe0YQ9mcXYc/42SupbjM+HejlhwYhg3DcyGDGB9h9Le4pJX2i1Whw4cACAYcFlrmwLwiV8qIMl8KktMAyDvLJGHMwux4HsMuSUmu5fHB/ijtmxgZgTF4ghAa6cPbHkU0y6wtX+iZIwnrLHSZZ6PYOT+dXYc/429l8qhUKtM742JMAV940MwYLhwQj3sc8zS3uMiTm4OvGVS/hQB0vgc1soqlHiYI4hITtbUIMOOychwscZc+ICMTs2AKPCvSDk0J3ifI4JwN3+iZIwnlIqlYiKigIAXLt2Dc7O9pW4NKt1OJRXgb1Zt5F2pRJqXfumvAnhnrh3RDDmDQ+Cv5v93EZt7zHpCVc7OS7hQx0sge9toU11kwq/5VbgYE4Z0q9VmWwu7usqw6xYf8yODURSpA/rc2H5HhOu9k+UhBHOq2/W4MDlMuy7UIKMG1XGM0uhAJgQ6Yt7RwRjTjztAcc2rnZyXMKHOpC+Uai0OHK1Egezy/BbXgUaO9wp7iQRYVKUL2bE+GN6jD/83e3n5NJecLV/oiSM2JWKxhb8dLEUe7NKTPav7LgH3PQYf16t32MvuNrJcQkf6kD6T63V41R+NQ5kl+HXnAqUNbSYvD481AMzYgIwY6g/4oLdOTuPzJ5wtX+iJIzYrVvVhj3g9mYZ9oBr4yQRITnGD3OHBVFCZkNc7eS4hA91IJbFMAxyShvwW24FfsurMLlbHAAC3GWYHhOAGTH+mDjYl7cr9lsbV/snSsJ4qqWlBcuWLQMAfPnll7zbgqKjtruT9l0owY937AEnlwiRHO1vTMjYXFCR7zHhaifHJXyogyXwvS30R0VjC9LyKvFrbjmOXqsy7scLGNYjmzjYFzOGGi5bBnlYbpFbvseEq/0TJWE8xfc7XbrDMAwu325fv6fjgopsJ2R8jwlXO7m+WrRoEdLS0jBjxgx89913Jq8plUoMHToUDzzwAP7xj3/0+j2pfzLge1uwlBaNDidvVuNQXgV+y60w2UIJAOKC3TEjxh8zhgZgWIhHv+625HtMuNo/0XUanpJKpfjggw+Mjx2FQCDAsFAPDAv1wIv3RHdaUPHny2X4+XIZZOLWhGx4EGbYKCHje0z4Vr9nnnkGDz/8MD7//PNOr7355psYN24cC6XiB779rViLXCLCtGh/TIv2x2v3MrhS3mi4bJlbjsyiOmSXNCC7pAHvH7oOX1cZpsf4YXpMACZF+cLVzD6N7zHhav1oJIw4hLYVrve3JmQdNxWnLUfsAxttOy0tDR988IHJSNi1a9fw0ksvYcGCBbh8+TKNhBFWVDWpkHalEr/lliP9aqXJuopSkRDjBnkjOdpw2XKAL79GtbiIRsIIuQuBQID4EA/Eh3jg+TnRyCltS8jKkF+lwK+55fg1t5y2HOGJ9PR0vPPOOzh37hxKS0uxZ88eLFy40OSYLVu24J133kFpaSni4uKwadMmTJ48ucf3fu655/DOO+8gIyPDSqUnpGe+rjLcnxiK+xNDodLqcDq/Br/lVuBQXgUKa5Q4eq0KR69V4fUfczDI1wXTW5e/GD3AG1KxkO3ik1aUhPGUXq/HjRs3AACRkZEQCqnRtREIBIgL9kBcsAeemx3dacuRkzdrcPJmDV7/MQdxwe6GFa7jAhAd4NavW8X5HhOdToejR48CACZPnszqticKhQIjRozAqlWrsGTJkk6v79q1C2vXrsWWLVswceJEfPjhh0hJSUFOTg7Cw8O7fd+9e/diyJAhGDJkSK+SMJVKBZVKZfy+oaHhLkc7Dr63BVuTiUWYHOWHyVF+eHVBLG5UKnA4z5CQnSmowc0qBW4ey8fHx/LhKhNjcpQvpscYLnP6uckA8D8mXOqfOqLLkTzF90mW1tLTliOzYwMwJy4QCeFeEJk5CZbvMeHqxFeBQNBpJGzcuHEYNWoUtm7danxu6NChWLhwITZu3Gh87s7LkevXr8d//vMfiEQiNDU1QaPR4C9/+QteeeWVLj97w4YNeO211zo9T/0Tv9sClzS0aHD0ahUO5VUg7UoFqhVqk9dHhHogOcYfSeGuGB8dAoCfMeFq/0QjYTzm4eHBdhHsTpi3Mx6ZNBCPTBrYacuRW9VKfHQ0Hx8dzYevq7R1eN+8SbAUE/ap1WqcO3cOL730ksnzs2fP7nF0a+PGjcYkbceOHbh8+XK3CRhgSNrWrVtn/L6hoQFhYWH9KD1/UFuwDXe5BPOGB2He8CDo9Qwu3q7HobwKHMorx+XbDbhQXI8LxfV4V90CkdwFYqEAqdnlmD0ynNZYtAH6DfOUi4sL6urq2C6GXfNxleHBMWF4cEwYFCot0q9W4kDrliNVTWp8c7YY35wtNk6CndGalHW3wTjFhBuqqqqg0+kQEBBg8nxAQADKysqM38+ZMwfnz5+HQqFAaGgo9uzZgzFjxpj1WTKZDDKZzCLl5hNqC+wQCgUYGeaJkWGeWDdrCMobWpB2xXDZ8ui1KoQ+uwsAsPb7XMj2XcHkKD/MjjMsFOvjSn/H1kBJGCG94CITI2VYEFKGBUGt1RsmweaV47dc00mwG/6Xg8H+rsY94BIjvCAW8WtuBV/cOb+PYRiT5w4cOHDXn1+5cqU1ikWIzQS4y7F0TDiWjgk3Tu4/lFeBX3PLUVTTbHLD0ugB3pgdG4DZsYHdnmgS81ESRoiZpGIhJkX5YlKUL16Zb5gEeyivvHUSbC2uVzThekUTPky/CQ8nCaYO8UNyjB8mDvaFvxu/VqG2R76+vhCJRCajXgBQUVHRaXSMEEfRcXL/K/NjjTcsHcwpQ3ZJA07n1+B0fg3e+CkXMYFumDcsCPNHBGMgLX/RL5SE8ZRKpcITTzwBAPjwww/pkoiVCAQCDPZ3xWB/Vzw+JRL1Sg3Sr1XiUF4FDl+pQJ1Sg30XSrDvQgkYrQba9A/h7ybD3977NyZFB7G6jZKjkkqlSExMRGpqKhYtWmR8PjU1Fffddx+LJXMc1D9xz50xGRrkjqFB7nh2ZhSKa5VIzSnHwexynC6oQV5ZI/LKGvHP1KsYFuKB+a1zzmhJH/PR3ZE8RXcfsU+nZ5BZWIvf8ipw9FolLhVUoPDd+wEAYX/+DlK5E0aFe2HiYF9MivLBiFBPu750yaW7j5qamnD9+nUAQEJCAt59910kJyfD29sb4eHh2LVrF5YtW4Zt27YhKSkJ27dvx0cffYTs7GxERERYtNx9rQOfUf/EPb2NSa1CjdSccvzvYgkyblRD1+EW8lHhnlgwIhj3jgjm3BwyLvVPHXHyNPxue7aR3pFIJHj77beNj4ntiYQCjB7gjdEDvPHiPTEoq23C/8f8FQVVCrT4uKKkUYvTBTU4XVCD934F3GRijBvkg8lRvpg42BeRfi79WpfM1rj0N3f27FkkJycbv2+7Q3HFihXYsWMHli5diurqarz++usoLS1FfHw89u/fb9UEjLTj0t8KMehtTLxcpMYblqqbVPj5chn+d6EEpwtqcL6wDucL6/DmT7mYHuOPB0aHYVq0HyQcOLnk6t8cJ0fCDh8+jKamJnz++edmJ2F0pknsRWG1EkevV+L49Socv16N+maNyetBHnLDKNlgQ1LWtqiio+JD2+ZDHQjpSnlDC366WIofsm7jYnG98XlfVykWjgzBA6PDEB3oxmIJravP6xhyMQkDut6zrTeokyP2SKdnkF1Sj2PXq3D8ehXOFNRCrdWbHBMT6IYZQw3LYIwM8zR7sVh7x4e2zYc6ENKTK2WN+O5cEfZk3kZVU/visKPCPbEsKQJzhwVBJubGivWWYrMkzJp7snVESVj/6PV6lJaWAgCCgoJ4twWFPTInJi0aHc4U1BiTsuySBnRsqd4uUkyL9sOMmABMHuILdzn7w+s6nQ7nz58HAIwaNcri24LwoW3zoQ6WQP0T91gjJhqdHmlXKvHduSL8llsBbev8MR8XKZaOCcND4yMQ4unU78/pDa72T2bPCbPEnmyJiYkm+6m1OXjwIIKDg80qD+3N1rXm5maEhoYCoImvXGFOTOSS9tvFAaBGoUb61Ur81rr1SI1Cje/P38b3529DLBRg3CBvpMQH4Z74QPiyNCG2paUFY8eOBUB/c+TuqH/iHmvERCISYlZsAGbFBqCisQX/PV2Er08VoqyhBVvSbmDbkRuYHRuIJ6YOQkK4V78/72642j/163Jkf/Zk60lvR8Job7auKRQKeHp6AgDq6uo48wfnyCwVE41Oj3O3anEorwK/5ZbjRqXC+JpQAIwd6I15w4IwJz7QpuuScfXuIy7hQx0sgfon7rFVTLQ6PX7NLccXJ24h40a18flxA73x5LRITBviZ5UbkrjaP1n07sj+7MnWV7Q3W9dcXFyg0Wh6PpDYjKViIhEJMX6QD8YP8sH/N3coCqoU+CW7DPsvleJicT1O3qzByZs1eGVfNsYN9MbiUaGYOyyo1/tbEmJt1D9xj61iIhYJcU98EO6JD8LV8kZsT7+JHzJv41R+DU7l1yAm0A1PT49CSnwghA4w79WivXJv92TriTl7ttHebMTRDfB1wZNTI/Hk1EgU1Sjx8+VS/HSpDBeK6owJ2at7s3FPfCCWjApFUqSPw03qJ4Rwz5AAN/zjgRH4y+wh+ORoPnaeLkReWSPWfH0esUHu+MvsIZge429XS/WYyyqnxj3tydaTnvZsI4R0LczbGY9PicTjUyJRXKvE3qwS7D5XjJtVCuzJvI09mbcR7CHH78aG43djw2gbJUII64I8nPDX+bF4enoUPj2ej0+O5SOntAGPfH4WCeGeeGFODJIifdguplVY9JYU2pONO1QqFdasWYM1a9Z0eRMEsT1bxyTUyxlrkgfjt79MxferJ+ChceFwl4tRUt+Cd1OvYuLfDuHpnZk4U1ADjq5UQ3iK+ifu4UJMPJwl+POsITj6QjKemDoIcokQmYV1+P1HJ7H6q3MorlWyUi5rssrE/MTERGzZssX4XGxsLO677z6zJub3FU18NaBtQbiHCzFp0ejwy+UyfHGiAOcL64zPxwW740/TIpESH9TnS5VcnfjKJXyogyVwoS0QU1yMSUVjC97/7Rq+PlUIPQPIxEI8MWUQ/jRtMJyk5i0xwdX+yezLkR33ZAOA/Px8ZGVlGfdkW7duHZYtW4bRo0cb92QrLCzEk08+ae5HkX6QSCR49dVXjY8J+7gQE7lEhIUJIViYEILLt+vx5Ylb2HvhNrJLGvDU15kY6HsVT0wZhEWjQsxeTJEL9SP2gf5WuIeLMfF3k+ONhcPw0LgIvPa/bJy8WYP3D13Hvgsl+NuS4Rg/qPeXKLlYP6API2FpaWkme7K1aduTDTAs1vr2228b92R77733MGXKFIsUuCd0pkmIeWoVauzIKMCOjALj1kkhnk5YN2sIFiaEcGYSPx/aNh/qQAgbGIbBz5fL8Pr/clDW0AIA+OP4cLyUMpQTd37zbtuivqJOjpC+Uai02Hm6ENvTb6Ki0TAnJDrADS+mRCM5mv07lPjQtvlQB0LY1NCiwcb9udh5uggAEO7tjA/+kIDhoZ7slouSMAPq5AwYhkF9vWETVQ8PD9b/AyX2E5NmtQ47MgqwNe06Glq0AIDkaD+8dm88wn2cu/05vV6P3NxcAIYFmi29FQ0f2jYf6mAJ9tIWHIm9xSTjehWe/+4ibtc1QyISYH3KUKyaOKDbcnO1f6IkjKe4OMnS0dlbTOqUamxNu4FPj+dDo2MgEwvx9PTBeHxKJKTizh0YVye+cgkf6mAJ9tYWHIE9xqReqcELuy/gQHY5AGDusED884GRXU7a52r/RLumEkK65Oksxfq5Q/Hzs1OQNMgHKq0e/zh4FUu2ZuBGZRPbxSOEODgPZwm2/TERr98XB4lIgP2XyvDghydQVt/CdtF6jZIwnnJ2doZarYZarYazc/eXkIjt2GtMBvu74uvHxmHT0pHwcJLg0u16zHv/KL46dYvWFyN9Yq9tgc/sNSYCgQDLkwbg68fGw9tFiku363Hf5mO4UtbIdtF6hZIwnhIIBJBIJJBIJJy/tu8o7DkmAoEACxNCcGDtFEwa7IsWjR4v77mMF3dfhEqrY7t4xM7Yc1vgK3uPyZgB3vhh9URE+buivEGF320/gcu369kuVo8oCSOE9FqghxxfPDwW61NiIBQA35wtxu+3n0RVE616TghhV7iPM759MgkjQj1Qq9Tg9x+dRFZRHdvFuitKwnhKrVbj+eefx/PPPw+1Ws12cQj4ExOhUIAnpkbis1Vj4S4X43xhHR788ARK65rZLhqxE3xpC3zCl5h4Okvxn0fHYcwALzS2aLHqs9O4XsHdOax0dyRP2eOdLnzHx5jcrGzCsk9O43ZdMwKdgVOvzgfArbuPuIQPdbAEPrYFe8e3mChUWvzho5O4UFyPEE8nfLl8BCJDfAFwq39if5lZYhUSiQTPPfec8TFhHx9jMsjPFd88mYQ/fnwKN8vrEDrlQdw7MoQ39SPWwce2YO/4FhMXmRifrhyD+7edQH6VAs98cxFr162DWCjkVP1oJIwQ0m8VDS1Ysi0DRTXNiA9xx67Hk+Bi4a1E+NC2+VAHQuxJUY0SCz44hjqlBr8fG46Ni4dZ5XNonTBCCGv83eX44uFx8HGR4vLtBrz0/SVavoIQwrowb2e8/7sECATAztOF+P58MdtFMkFJGE8xDAONRgONRkP/GXIE32MS4e2EV5P9wDRUYF9WMb48eYvtIhGO4ntbsEd8jsmUIX54JnkwtPXlWP/FbyipVbJdJCNKwnhKqVRCKpVCKpVCqeTOH5wj43tMmpubcd/kBBRufRiMRo03f8pFfpWC7WL12aJFi+Dl5YX777+/V8+T3uN7W7BHfI/Jw+ODcXvbI7j6r5V4YdcZziSalIQRQixu4mDDNkfrv7/Imc7OXM888wy++OKLXj9PCOEusag93Um/WoUD2WUslqYdJWE85ezsjNraWtTW1trVFhR85kgx2bAgDk4SEU7erMHerBK2i9MnycnJcHNz6/XzpPccqS3YC0eLycaf86DW6tkuBiVhfCUQCODp6QlPT0+73IKCjxwpJqHeznhq+mAAwD9Tr9i8s0tPT8eCBQsQHBwMgUCAH374odMxW7ZswcCBAyGXy5GYmIijR4/atIyOzJHagr1wpJj4uklxq1qJL04UsF0USsIIIdaxauIA+LrKUFTTjF1ni2z62QqFAiNGjMAHH3zQ5eu7du3C2rVr8fLLLyMzMxOTJ09GSkoKCgsLbVpOQojtPTM9CgCw7chNtGjY3fuWkjCeUqvV2LBhAzZs2GDXW1DwiaPFxFkqxlPJkQCAT47ehF5vu7lhKSkpeOONN7B48eIuX3/33XfxyCOP4NFHH8XQoUOxadMmhIWFYevWrRYth0qlQkNDg8kXcby2YA8cKSYLE0IQ7CFHVZMK351jd8kKSsJ4SqPR4LXXXsNrr70GjUbDdnEIHDMmD4wOg5tcjIJqJY5cq2S7OAAM/9mcO3cOs2fPNnl+9uzZyMjIsOhnbdy4ER4eHsavsLAwi76/vXLEtsB1jhQTiUiIx6YMAgBsT78JnQ1PEO9E2xbxlFgsxurVq42PCfv4HpOu6uciE+PB0WH45Fg+vjp5C8nR/mwWEQBQVVUFnU6HgIAAk+cDAgJQVtZ+x9ScOXNw/vx5KBQKhIaGYs+ePRgzZky3z3dl/fr1WLdunfH7hoYGSsTA/7Zgj/gekzvr97sx4dj06zUU1ihx7HoVpg7xY6dcrHzqXTQ2NmL69OnQaDTQ6XR45pln8Nhjj7FdLLsjk8mwefNmtotBOuB7TLqr3+/HGpKwI1crUa/UwMOZG/u23Tn5mGEYk+cOHDjQ5c9193xXZDIZZDJZ3wrIY3xvC/aI7zHpqn4LRwbj8xO38M3ZItaSMM5djnR2dsaRI0eQlZWFU6dOYePGjaiurma7WISQPhrs74aYQDdodAwn1ubx9fWFSCQyGfUCgIqKik6jY4QQ/npwjGFUOjW7HLUKdubBcS4JE4lExjVKWlpaoNPp7HaxR0IcCcMwqKysRGVlZac2O394EADgp0ulbBTNhFQqRWJiIlJTU02eT01NxYQJE1gqFSHEmrrqn+KCPTA0yB1qnR6pOeWslMvsJMwW6+/U1dVhxIgRCA0NxQsvvABfX19zi+nwFAoFJBIJJBIJFAr73TqGT/geE6VSCX9/f/j7+3fa9mR2XCAA4FR+NVRa698S3tTUhKysLGRlZQEA8vPzkZWVZVyCYt26dfj444/x6aefIjc3F3/+859RWFiIJ5980uplI/xvC/aI7zHprn9KiTf0TQdz2BmlNzsJs8T6O4mJiYiPj+/0VVJiWFnb09MTFy5cQH5+Pr7++muUl7OTodo7rVYLrVbLdjFIB44akyh/V/i5ydCi0eP8rTqrf97Zs2eRkJCAhIQEAIakKyEhAa+88goAYOnSpdi0aRNef/11jBw5Eunp6di/fz8iIiKsXjZi4KhtgcscMSaz4wxTENKvVUGhsn3dzZ6Yn5KSgpSUlG5f77j+DgBs2rQJBw4cwNatW7Fx40YAwLlz53r1WQEBARg+fDjS09PxwAMPdHmMSqWCSqUyfk/r8Bg4OTmhuLjY+Jiwz5FjIhAIMDHSBz9klSDjRhWSIn2s+nnTpk3rcRrD6tWrjXdLEdty5LbAVY4ak+gAN4R7OxvvkpzTOmpvKxadE2aJ9XfKy8uNiVRDQwPS09MRHR3d7fG0Dk/XhEIhQkJCEBISAqGQc1P/HJKjx2TCYMO0glM3a1guCWGbo7cFLnLUmAgEAkwZYuibTt60/U2AFv1N93b9nbspLi7GlClTMGLECEyaNAlPPfUUhg8f3u3x69evR319vfGrqMi226MQQnpnZJgnACC7pJ7VxREJIaSjcQMNI/MnWThBtMo6YT2tv3M3iYmJxsm0vUHr8HRNrVbjX//6FwDg2WefhVQqZblExNFjEunnCieJCAq1DvlVTRjs78Z2kQhLHL0tcJEjx2TcIG8AQF5Zg83XMrToSBitv8MdGo0GL7zwAl544QXeb0FhLxw9JiKhAHHB7gCAS7frWS4NYZOjtwUucuSY+LvJMcjXBQwDnL1l29Ewi46EdVx/Z9GiRcbnU1NTcd9991nyo0gPxGIxVqxYYXxM2Mf3mPSmfnHB7jh7qxZ5pY1Agi1LR7iE723BHvE9Jj3Vb0SYJ25WKZBd0oAZQ203aGT2b7qpqQnXr183ft+2/o63tzfCw8Oxbt06LFu2DKNHj0ZSUhK2b99O6++wQCaTYceOHWwXg3TA95j0pn4DfV0AAAXV/FuHiPQe39uCPeJ7THqqX2yQO/Zk3kZOiW1XWDA7CTt79iySk5ON37dtTrtixQrs2LEDS5cuRXV1NV5//XWUlpYiPj6e1t8hhAAAIlqTsFvVyh6OJIQQ22mbKpFdatupEmYnYbT+DiGkKwzDGFeidnZ27vJmnIE+7SNh5tywQwgh/dFT/xTbmoQV1TSjvlkDDyfbTM53nMVAHIxCoYCnpyc8PT15uQWFPeJ7TJRKJVxdXeHq6tpp26I2IV5OEAkFaNHoUd6g6vIYwn98bwv2iO8x6al/8nSWIsDdsNJCQZXt6k9JGI+1rZ1GuMPRYyIRCeHvZujoyhtaWC4NYZOjtwUucvSYRHjbfs4q/26BIAAM205cvXrV+Jiwj2Ji4OcmQ2l9CyobaSTMUVFb4B6KCRDh44zTBTU2nbNKSRhPCYVCREVFsV0M0gHFxMDP1TASVtlESZijorbAPRQTYAALNw7R5UhCiE35tV6OrKA5YYQQDgn3dgZAlyOJBWg0Gmzfvh0A8Pjjj0Misd02DKRrFBODtjlhlU00J8xRUVvgHooJENaahJXUNdvsMykJ4ym1Wo2nnnoKALBy5UqHbFBcQzExoJEwQm2BeygmHU4QG1XQ6xkIhdZfQoeSMJ4SiUS4//77jY8J+/gek97Wz8vFsDFwXbNj7U9H2vG9LdgjvsekN/XzbZ2vqtUzqFWq4dP6vTVREsZTcrkc3377LdvFIB3wPSa9rZ+73HCG3diitXaRCEfxvS3YI77HpDf1k4qF8HaRokahRkWjyiZJGE3MJ4TYlJvccO7XQCNhhBCOabskWWGjJXQoCSOE2JR763YgDS2UhBFCuMXfXQ4AqLDRYtKUhPGUUqlESEgIQkJCut1ChtgW32OiUCggEAggEAjuuu1J2+XIJpUWev3d96El/MT3tmCP+B6T3vZPth4JozlhPMUwDEpKSoyPCfsoJgZtlyMZBmhSa41JGXEc1Ba4h2Ji4N1245BSbZPPoySMp+RyOTIzM42PCfsoJgZyiQhSsRBqrR4NzRpKwhwQtQXuoZgYeLROl6i30ZxVSsJ4SiQSYeTIkWwXg3RAMWnnLpegqklFd0g6KGoL3EMxMXC3cRJGc8IIITbn7kR3SBJCuIdGwohFaDQafPXVVwCAhx56yCFXP+Yaikk7F6mh61FqdCyXhLCB2gL3UEwM2pMw24zS00gYT6nVaqxatQqrVq2CWm2bCYbk7igm7eQSQ9fTora/JOy9995DXFwcYmNj8cwzzzj0JOa+orbAPRQTg7YkzFaj9DQSxlMikQhz5841Pibs43tMzKmfXGJ4vdnORsIqKyvxwQcfIDs7GxKJBFOmTMHJkyeRlJTEdtHsCt/bgj3ie0x6Wz+6HEksQi6X46effmK7GKQDvsfEnPo5tSZhLRq9NYtkFVqtFi0thoUcNRoN/P39WS6R/eF7W7BHfI9Jb+vXloQ1qbTQ6vQQi6x7wZAuRxJCbI6tkbD09HQsWLAAwcHBEAgE+OGHHzods2XLFgwcOBByuRyJiYk4evSo8TU/Pz8899xzCA8PR3BwMGbOnInIyEgb1oAQYk3u8vaxKVvcvc3JJEwsFmPkyJEYOXIkHn30UbaLQwixsPaRMNsmYQqFAiNGjMAHH3zQ5eu7du3C2rVr8fLLLyMzMxOTJ09GSkoKCgsLAQC1tbX48ccfUVBQgNu3byMjIwPp6endfp5KpUJDQ4PJFyGEu8QioXHOapPKQZMwT09PZGVlISsrCx9//DHbxbFLSqUSUVFRiIqK4uUWFPaI7zFRKBRwcXGBi4vLXbcFAQAnKTtJWEpKCt544w0sXry4y9ffffddPPLII3j00UcxdOhQbNq0CWFhYdi6dSsA4Ndff8XgwYPh7e0NJycnzJs3DydPnuz28zZu3AgPDw/jV1hYmFXqZW/43hbsEd9jYk7/5Nx697YtRuo5mYSR/mMYBtevX8f169fp7i2OcISYKJXKXnXgxsuRHLo7Uq1W49y5c5g9e7bJ87Nnz0ZGRgYAICwsDBkZGWhpaYFOp0NaWhqio6O7fc/169ejvr7e+FVUVGTVOtgLR2gL9sYRYtLb/qltpF5pg/7J7CSsv3MqeqOhoQGJiYmYNGkSjhw5Ym4RCQyTEI8dO4Zjx4459BYUXEIxadc23M+luyOrqqqg0+kQEBBg8nxAQADKysoAAOPHj8fcuXORkJCA4cOHIzIyEvfee2+37ymTyeDu7m7yRagtcBHFpJ2ztC0Js/7lSLPvjmybU7Fq1SosWbKk0+ttcyq2bNmCiRMn4sMPP0RKSgpycnIQHh4OAEhMTIRK1XmH8oMHDyI4OBgFBQUIDg7G5cuXMW/ePFy6dIk6LzOJRCJMnDiR7WKQDigm7Zw4vESFQCAw+Z5hGJPn3nzzTbz55pu2LhavUFvgHopJu7YkzBYj9WYnYSkpKUhJSen29Y5zKgBg06ZNOHDgALZu3YqNGzcCAM6dO3fXzwgODgYAxMfHIzY2FlevXsXo0aO7PFalUpkkdDTxlRDua5sTpuLQEhW+vr4QiUTGUa82FRUVnUbHCCH85STl8OXIu+nNnIqe1NbWGpOq4uJi5OTkYNCgQd0eTxNfu6bVavHtt9/i22+/hVZLmyRzAcWknVzMvZEwqVSKxMREpKammjyfmpqKCRMmsFQqfqK2wD0Uk3ZONpyzatHFWnszp6Inubm5eOKJJyAUCiEQCPCvf/0L3t7e3R6/fv16rFu3zvh9Q0MDJWIwjBA++OCDAICmpiaIxbQuL9soJu3kNpxz0VFTUxOuX79u/D4/Px9ZWVnw9vZGeHg41q1bh2XLlmH06NFISkrC9u3bUVhYiCeffNKm5eQ7agvcQzFp13Z3JCfnhPVGT3Mq7mbChAm4dOlSrz9LJpNBJpOZVT5HIBQKMXXqVONjwj6+x8Sc+snEhtc1OtvehXX27FkkJycbv287gVuxYgV27NiBpUuXorq6Gq+//jpKS0sRHx+P/fv3IyIiwqbl5Du+twV7xPeYmFM/4+VIG4zUWzQJozkV3OHk5IS0tDS2i0E64HtMzKmfRGQ4KdPobDsnbNq0aT3efr969WqsXr3aRiVyTHxvC/aI7zExp362nJhv0XSX5lQQQnpD0rofm1rLnYn5hBAC2HZivtkjYTSnghDSX21JmFbPz0UhCSH2y1liuxXzzU7CaE6FfWhubkZSUhIA4MSJE3BycmK5RITvMVEoFBgwYAAAoKCgAC4uLt0e25aE2fpyJOEGvrcFe8T3mJjTPzlJWxeT5uJIGM2psA96vR4XLlwwPibsc4SYVFVV9eo445wwuhzpkByhLdgbR4hJb/snadt0CRucJDruPag8J5fLcfDgQeNjwj6KSTvjnDAb3x1JuIHaAvdQTNpJW9cxtMWcVUrCeEokEmHWrFlsF4N0QDFp1z4njJ9n3OTuqC1wD8WkXdtIvS2SMP4tBkII4by24X66HEkI4Rqp2HZzVmkkjKe0Wi0OHDgAAJgzZ45Dr37MFRSTdmLjOmF0OdIRUVvgHopJu7bFpOlyJOkzlUqF+fPnA6AtKLiCYtJO0mHiqzk7ahB+oLbAPRSTdhKamE/6SygUYvTo0cbHhH18j4k59Wu7HAkY1gprm4NBHAPf24I94ntMzOqfaCSM9JeTkxPOnDnDdjFIB3yPiTn1k4jbky6tjoFEZK1SES7ie1uwR3yPiVn9kw1HwviX7hJCOE/SYSTMFh0dIYT0li0n5lMSRgixObGwfSSMVs0nhHCJ1IZ721ISxlPNzc2YOHEiJk6ciObmZraLQ8D/mCiVSgwYMAADBgyAUqm867ECgaB91XxKwhwO39uCPeJ7TMzpn2hOGOk3vV6PjIwM42PCPr7HhGEY3Lp1y/i4JxKREBqdDlpapsLh8L0t2CO+x8Sc/sm4jqEN+iZKwnhKJpNhz549xseEfRQTU4Z5YTqaE+aAqC1wD8WknYRGwkh/icViLFy4kO1ikA4oJqbocqTjorbAPRSTdlIbrmNIc8IIIawQC9u2LqLLkYQQ7ui4jqG1L0nSSBhP6XQ6HD16FAAwefJkiES0EBPbKCamRK13SDKgJMzRUFvgHopJu7aJ+YBhNKzj95ZGSRhPtbS0IDk5GYBhCwoXFxeWS0QoJqbaRvj1lIM5HGoL3EMxaSfqsISOzsodFCVhPCUQCBAbG2t8TNjH95iYWz9h6zH6XtxJSfiF723BHvE9JubUr0MOBj0lYaQvnJ2dkZ2dzXYxSAd8j4m59Wvr6HqznAXhF763BXvE95iYU7+OI2HWPkmkifmEEFa0j4SxXBBCCOmg40iZtfsnSsIIIexomxNGWRghhGNsNVJPSRhPNTc3Y9asWZg1axYvt6CwR3yPiVKpRFxcHOLi4nrcFgSgkTBHxve2YI/4HpO+9k86KydhnJsTduXKFSxdutTk+507d9IicmbS6/X49ddfjY8J+/geE4ZhkJOTY3zcE3udEyYWixEfHw8AGD16ND7++GOWS2R/+N4W7BHfY2J2/yQUAHrG6ieJnEvCoqOjkZWVBcBwm+yAAQMwa9Ysdgtlh2QyGf7zn/8YHxP2UUxMtZ1p2lcKBnh6ehr7KNI31Ba4h2JiSmij6RKcS8I62rdvH2bMmOHQ65X0lVgsxkMPPcR2MUgHFBNTAlqiwmFRW+AeiokpWy2hY/acsPT0dCxYsADBwcEQCAT44YcfOh2zZcsWDBw4EHK5HImJicZVeM31zTffmFyaJITwh5CFxVot0X81NDQgMTERkyZNwpEjR2xUckKILYlsNGfV7CRMoVBgxIgR+OCDD7p8fdeuXVi7di1efvllZGZmYvLkyUhJSUFhYaHxmMTERMTHx3f6KikpMR7T0NCA48ePY+7cuXctj0qlQkNDg8kXMWxBcebMGZw5cwY6nY7t4hBQTO7ExmKtlui/CgoKcO7cOWzbtg3Lly+/a59D/VPXqC1wD8XEVPuOHlbun5h+AMDs2bPH5LmxY8cyTz75pMlzMTExzEsvvWTWe3/xxRfMQw891ONxr776KgPDtBKTr/r6erM+j2+ampqMv4umpia2i0MY/sfE3Pot+PdRJuLFH5nfcst69f719fUWbduW6L/uuece5syZM91+BvVPXeN7W7BHfI+JufUb8doBJuLFH5lr5Q29ev++9k8WXaJCrVbj3LlzmD17tsnzs2fPRkZGhlnv1dtLkevXr0d9fb3xq6ioyKzP4SuBQICIiAhERETwcgsKe8T3mJhbP+OcMI7ciNWb/qu2thYqlQoAUFxcjJycHAwaNKjb96T+qWt8bwv2iO8xMbd+bZcjdVbunyw6Mb+qqgo6nQ4BAQEmzwcEBKCsrKzX71NfX4/Tp09j9+7dPR4rk8n6dCeHTqeDRqMx++fshVAoRF5envH7lpYWFkvDDxKJBCKRqM8/7+zsjIKCAssViGPMrZ/QVsP9vdSb/is3NxdPPPEEhEIhBAIB/vWvf8Hb27vb96T+qWvUP3GPtWIilUohFLK/JKm5/ZOtbhyyyt2Rd2aZDMOYlVl7eHigvLzc0sUylqWsrAx1dXVWeX/Cb56enggMDOTlmaKtcXWx1rv1XxMmTMClS5es9tnUPxG+EQqFGDhwIKRSKdtFMYutThItmoT5+vpCJBJ1GvWqqKjodHbJlrYOzt/fH87OzvSfKekVhmGgVCpRUVEBAAgKCmK5RPaPa4u1cqH/ov6J8Iler0dJSQlKS0sRHh5uV3/PbZt4W3u6hEWTMKlUisTERKSmpmLRokXG51NTU3HfffdZ8qP6RKfTGTs4Hx8ftotjVXq9Hjdv3gQADBo0iBPDwfbOyckJgOE/ZX9/f7MvTba0tOB3v/sdAOC///0v5HK5xcvIpubmZkyZMgWAYSmItt9Xd9o6ZG6kYOz3X9Q/ETZZKyZ+fn4oKSmBVquFRCKxyHv2hbn9k63u3jY7CWtqasL169eN3+fn5yMrKwve3t4IDw/HunXrsGzZMowePRpJSUnYvn07CgsL8eSTT1q04H3RNsfC2dmZ5ZJYH8MwxksaXBlp4IO2vx2NRmN2EqbT6bB3717jY77R6/U4e/as8XFP2JgTxuX+i/onwiZrxaTtMqROp2M1CTO3f7LVEhVmJ2Fnz55FcnKy8ft169YBAFasWIEdO3Zg6dKlqK6uxuuvv47S0lLEx8dj//79iIiIsFyp+8mehkT7qu1OkLbHxDL687uUSqXYvn278bGjE8D2c8Lsof9yhPZK/RP3WCsm9hpf4+VIru0dOW3atB6z5NWrV2P16tV9LhTpP6FQCD8/P7aLQTqQSCR47LHH2C4GZ7Rd7bDlSAj1X9xA/RP3UExMcXbbIsIN06ZNw9q1a232eRs2bMDIkSOt8r4CgQACgQCbNm2y+Pv3VkFBgbEc1qgn6YyNFfMJsTRz+rDutsqyV9OmTTPWnW+b2hsvR1p5KIySMJ5iGAbNzc1obm62yEjDc889h99++834/cqVK7Fw4cJ+vy8AxMXFobS0FI8//rjZP9vc3AxnZ2eT9W36IiwsDKWlpfjLX/7Sr/e5G71ej+zsbGRnZ/dqTgLfcW2xVmI7lu6f2NafPswSLNEP3i0mDzzwAKZNm4aoqChs3LjR+Pz333+P06dP9/kzucxWS+hYZZ0wwr62//ABICEhoV+LjAKAq6srXF1dLVG0TsRiMQIDA/v0s6mpqQgLC0NMTEy/yiASiRAYGGi1OgKGjjI+Ph6AYYK4i4uL1T7LHnBtsVZiOy0tLRbtnyxBrVb3ea5mf/owS7BEP3i3/zP+85//QCaTobi4GImJiVi/fj0AwNvbm7f7oYrociRpo1AosHz5cri6uiIoKAj//Oc/Ox2jVqvxwgsvICQkBC4uLkhKSkJWVhbEYkOevWPHDnh6euLAgQMYOnQoXF1dcc8996C0tNT4HmlpaRg7dixcXFzg6emJiRMn4tatWwBML0du2LABn3/+Ofbu3Wscik5LS8P06dPx1FNPmZSruroaMpkMhw4dMqvOeXl5mDRpEuRyOWJjY/Hrr792OZS/d+9e3Hvvvcbv9+3bh9GjR0Mul8PX1xeLFy82vqZSqfDCCy8gLCwMMpkMUVFR+OSTT8wqV3/5+vrC19fXpp9pS+bUr+1Mk3Iw+zZt2jQ89dRTeOqpp+Dp6QkfHx/89a9/NRlNGTBgAN544w2sXLkSHh4eeOKJJyAWi3H58mVMmzYNTk5OCAsLwzPPPAOFQmH8uS1btiAqKgpyuRwBAQG4//77ja999913GDZsGJycnODj44OZM2caf7ar6RoLFy7EypUruy1T23zNjIwMTJkypdsy9da1a9cwZcoUYx+Wmppq8npv+ssBAwbgrbfewsMPPww3NzeEh4cbb+7pyJx+sK3ebf+nREREYO/evaisrMRzzz2HKVOmYOTIkcY7CQHDzg9KpRJPP/00tm3bZvbvgivM6Z9sdXekwydhDMNAqdba/MucIfjnn38ehw8fxp49e3Dw4EGkpaXh3LlzJsesWrUKx48fx3//+19cvHgRDz74IJ566im4uLgYz2iUSiX+8Y9/4Msvv0R6ejoKCwvx3HPPAQC0Wi0WLlyIqVOn4uLFizhx4gQef/zxLu9see655/Dggw8ak7jS0lJMmDABjz76KL7++mvj3noA8NVXXyE4ONjkjrSe6PV6LFy4EM7Ozjh16hS2b9+Ol19+ucvjfvzxR+MaTj/99BMWL16MefPmITMzE7/99htGjx5tPH758uX473//i/fffx+5ubnYtm2bVUe+7uTi4oLKykpUVlbychTM3PoZF2vlzEph3MJW32Ru/wQAn3/+OcRiMU6dOoX3338f7733Hj7++GOTY9555x3Ex8fj3LlzeOWVVyASifD0009jyZIluHjxInbt2oVjx44ZE5OzZ8/imWeeweuvv44rV67gl19+Ma7zVFpait///vd4+OGHkZubi7S0NCxevNjscncs0//93//h0qVLmDNnDhYvXtxlmXpLr9dj8eLFEIlEOHnyJLZt24YXX3zR5Jje9pf//Oc/MXr0aGRmZmL16tX405/+ZHLZ0dx+EADee+89TJw4EZmZmZg3bx6WLVuGVatWYc2aNcjKysLgwYOxfPly4+/zypUruO+++/Dss8+arKFnT8zvn+hypE00a3SIfeWAzT835/U5cJb2/OtvamrCJ598gi+++AKzZs0CYOjwQkNDjcfcuHEDO3fuRHFxMYKDgwEYEqVffvkFn332Gd566y0AhnWItm3bhsjISADAU089hddffx0A0NDQgPr6esyfP9/4+tChQ7ssk6urK5ycnKBSqUyG4JcsWYKnn34ae/fuxYMPPggA+Oyzz7By5UqzblM+ePAgbty4gbS0NOP7v/nmm8b6tzl58iT0ej0mTJhgPOZ3v/sdXnvtNeMxI0aMAABcvXoV33zzDVJTUzFz5kwAuOvGy8QWuLltEVew1TcBve+f2oSFheG9996DQCBAdHQ0Ll26hPfee8/kbuDp06cbT/oAw0nRH/7wB+OIVVRUFN5//31MnToVW7duRWFhIVxcXDB//ny4ubkhIiICCQkJAAxJmFarxeLFi43LKgwbNszseppbpt4usPzrr78iNzcXBQUFxr76rbfeQkpKivGY3vaXc+fONd6t++KLL+K9995DWlqa8dKjOf1gx/d84oknAACvvPIKtm7dijFjxuCBBx4wfk5SUhLKy8sRGBiIsWPHwt/fHy+99BIA4PDhwz0udmrv2peooJEwh3bjxg2o1WokJSUZn/P29kZ0dLTx+/Pnz4NhGAwZMsQ4d8vV1RVHjhzBjRs3jMc5OzsbEyzAsPVO2zY83t7eWLlyJebMmYMFCxbgX//6l8mlyt6QyWT44x//iE8//RQAkJWVhQsXLphcAuiNK1euICwszCTBGzt2bKfj9u7di/nz5xtXds7KysKMGTO6fM+srCyIRCJMnTrVrLIQ66E5Yfwxfvx4k8QhKSkJ165dM1mU+M7RmHPnzmHHjh0mfdacOXOg1+uRn5+PWbNmISIiAoMGDcKyZcvw1VdfQalUAjAkFTNmzMCwYcPwwAMP4KOPPkJtba3Z5Ta3TL2Vm5uL8PBwk5Pljn040Pv+cvjw4cbHAoEAgYGBxn4bMK8f7Oo927bk6pjEtj3X9jn19fW4du0aTp48iZMnT/I+AQM69E9WPkt0+JEwJ4kIOa/PYeVze6M3w+t6vR4ikQjnzp0zXnrU6/UoLi6Gi4uL8U68O1crFggEJu//2Wef4ZlnnsEvv/yCXbt24a9//StSU1Mxfvz43lYLjz76KEaOHIni4mJ8+umnmDFjhtkLXfZ2w/d9+/aZ3Klzt46BC51GS0sLHnnkEQDAJ598wstti9rO9H/++WcztgWxetHsElt9U9tnW1rHS0B6vR4qlQq/+93v8PLLL3faIic8PBxSqRTnz59HWloaDh48iFdeeQUbNmzAmTNn4OnpidTUVGRkZODgwYP497//jZdffhmnTp3CwIEDIRQKO/WdbTsSdFemtnI98cQTeOaZZzodGx4e3uu6dtVvd9Wn9aa/7Krf7nh3tTn9YFfv2VYukUhk3LaoDZ/u4ja3fxLQ5UjbEAgEZg2729rgwYMhkUhw8uRJYydQW1uLq1evGkd1EhISoNPpUFFRgcmTJwMwbBHRdteKOfMkEhISkJCQgPXr1yMpKQlff/11l0mYVCrtcuudYcOGYfTo0fjoo4/w9ddf49///rfZdY6JiUFhYSHKy8uNZ2RnzpwxOebatWsoKCjA7Nmzjc8NHz4cv/32G1atWtVlufR6PY4cOWK8HGlrOp0OX3/9NQB0ObnW3rX9ftse94SNxVrtCdf7po5OnjzZ6fuoqKhu73pkGAaDBw9GTk4OIiMjuz1OLBZj5syZmDlzJl599VV4enri0KFDWLx4MQQCASZOnIiJEyfilVdeQUREBPbs2YN169bBz8/PZCRfp9Ph8uXLPc5NHTVqFLKzszF48GAzfwOmYmNjUVhYiJKSEuMUkRMnTnQ6rr/9pbn9YE9qamoAAF5eXmb/LNeZ2z/R5UgCwDD/6pFHHsHzzz+P3377DZcvX8bKlStNzhyHDBmChx56CMuXL8f333+P/Px8nD17Fj/88AOuXLnSq1Gl/Px8rF+/HidOnMCtW7dw8OBBXL16tdt5YQMGDMDFixdx5coVVFVVmZxlPvroo/jb3/4GnU7Xp0mcs2bNQmRkJFasWIGLFy/i+PHjxon5bXXZu3cvZs6cabLP3quvvoqdO3fi1VdfRW5uLi5duoS3337bWN4VK1bg4Ycfxg8//ID8/HykpaXhm2++Mbt8fSWVSvHee+/hvffeo22L0HGdMErC7F1RURHWrVuHK1euYOfOnfj3v/+NZ599ttvjBQIBXnzxRWRnZ+Ppp59GVlYWrl27hn379uHpp58GAPz44494//33kZWVhVu3buGLL76AXq9HdHQ0Tp06hbfeegtnz55FYWEhvv/+e1RWVhr7q+nTp+Onn37CTz/9hLy8PKxevdq4L+LdvPjiizhx4oRxgvqdZeqtmTNnIjo6GsuXL8eFCxdw9OjRLm8uAvrXX5rbD/YkLCwMYWFhdrvVkCXZ6nIkJWF24J133sGUKVNw7733YubMmZg0aRISExNNjvnss8+wfPly/OUvf0F0dDQWLlyInJwcDB8+vNNQf1faFvpbsmQJhgwZgscffxxPPfWUcfLmnR577DFER0dj9OjR8PPzw/Hjx42v/f73v4dYLMYf/vCHPl1yE4lE+OGHH9DU1IQxY8bg0UcfxV//+lcAML7f3r17jXcDtZk2bRq+/fZb7Nu3DyNHjsT06dNx6tQp4+tbt27F/fffj9WrVyMmJgaPPfZYn2497yuJRIK1a9di7dq1rG5kyxV0OZI/li9fjubmZowdOxZr1qzB008/fdeFS4VCIZKTk3HkyBFcv34dkydPRkJCAv7v//4PQUFBAABPT098//33mD59OoYOHYpt27Zh586diIuLg7u7O9LT0zF37lwMGTIEf/3rX/HPf/7TeLnp4YcfxooVK7B8+XJMnToVAwcO7NUd2sOHD8eRI0dw7dq1LsvUW0KhEHv27IFKpcLYsWPx6KOP4s033+zy2P70l33pB+9W5oCAAAQEBPTq/wy+s9XlSDA8U19fzwBg6uvrO73W3NzM5OTkMM3NzSyUzHEUFhYyQqGQOXfuXI/Hvvrqq8yIESN6PO7YsWMMAOb69etMZWUlIxaLmdLSUguU1rzy0N9Q95qamhgADACmqampx+Of2XmeiXjxR+aj9Bu9ev+7tW17wcf+aerUqcyzzz7LdjFY09s+rDvm9JcdWbMfNEd+fj4DgMnMzOzyda78XZvbP/3uwxNMxIs/Mvuybvfq/fvaP1G6y1MMw0ClUkGlUtlszo1Go0FhYSFefPFFjB8/HqNGjerVz126dAmurq7YsmWL8bk9e/YgNTUVBQUF+PXXX/H4449j4sSJiIyMRE1NDd59912LrlBdWFgIV1dX43Ie1qDX61FQUICCggJeTXjtK7rg4bjY6J+sqas+rCd97S/bWLof7EtMUlJSEBcXZ5HP55q2wUBrzwmzj1mfxGx6vR6XLl0CYLttQY4fP47k5GQMGTIE3333Xa9+5plnnsEf//hHAICfn5/x+cbGRrzwwgsoKiqCr68vZs6cadwpYMiQIRgyZIhFyx4cHGzcgFYmk1n0vds0Nzdj4MCBAGjbIoA28HZkbPRP1tJdH9aTvvSXHVm6H+xLTD7++GM0NzcDMO/uUXtgq/6JkjAes/V1/WnTppl9Vuvt7Q1vb+9Ozy9fvhzLly+3VNF6JBaL+31HVG90nEDLR+bUz2ZzLohVpaWl9enn+DLvqLs+rCd96S+tzdyYhISEWKkk1mFO/2RMwqx80YKSMJ4SiURmD28T63JxcbHpjQC2Zm79aLFWx0X9E/fwPSZc7Z/4cSpiJq6dfRD7QX87lkMbeHeN/sYIn9jr37OtLkc6VBLWtixA29YXhJir7W+HlpjoPy8XKUI8neAitd/5QJZE/RPhI7VaDQB2N+/P11WGEE8nOFl5wWSHuhwpEong6elp3A/L2dmZt4vS6fV644rRQUFBvJl/wRaGYaBUKlFRUQFPT88+dSgqlQpPPfUUAOCDDz6w2g0AbGlpacGSJUsAALt37+5xzaOXUmLwUkqMLYpmF6h/ImyyRkz0ej0qKyvh7OwMsZjddMPc/unv9w+/6+uW4lBJGADj7bwdN0DlI71ej6KiIgCGPz7q5CzD09Ozz7eEa7VafPzxxwCATZs28S4J0+l02L9/v/ExMR/1T4Qt1oqJUChEeHg46ycUXO2fHC4JEwgECAoKgr+/f5cbuvKFWq1GamoqAGDChAm0TY4FSCSSfg2pSyQSvPHGG8bHhNyJ+ifCFmvFRCqVUpJ9FwLGXmfNdaOhoQEeHh6or6+Hu7s728UhxGEoFAq4uroCsM46aHxo23yoAyH2iKv9E6WnhBBCCCEscLjLkY6CYRhUVVUBAHx9fVm/Hk8oJoS0obbAPRQTdlASxlNKpRL+/v4AaIscrqCYEGJAbYF7KCbs4F0S1jbFraGhgeWSsKvjysANDQ2cuhvEUfE9JtauX1ubtudprNQ/GfC9LdgjvseEq/0T7ybmFxcXIywsjO1iEEKspKioCKGhoWwXo0+ofyKE38ztn3iXhOn1epSUlMDNza3Ha9oNDQ0ICwtDUVERL+9UovrZN6qfKYZh0NjYiODgYLu95Z36p3ZUP/tG9TPV1/6Jd5cjhUKh2WfJ7u7uvPwjakP1s29Uv3YeHh5WLo11Uf/UGdXPvlH92vWlf7LP00lCCCGEEDtHSRghhBBCCAscOgmTyWR49dVXebeHXxuqn32j+jk2vv9+qH72jepnGbybmE8IIYQQYg8ceiSMEEIIIYQtlIQRQgghhLCAkjBCCCGEEBZQEkYIIYQQwgJKwgghhBBCWMC7JGzLli0YOHAg5HI5EhMTcfTo0bsef+TIESQmJkIul2PQoEHYtm1bp2N2796N2NhYyGQyxMbGYs+ePdYqfo/Mqd/333+PWbNmwc/PD+7u7khKSsKBAwdMjtmxYwcEAkGnr5aWFmtXpUvm1C8tLa3Lsufl5ZkcZ6/xW7lyZZf1i4uLMx7Dlfilp6djwYIFCA4OhkAgwA8//NDjz9hb27ME6p/aUf9kYK/xo/7JQrFjeOS///0vI5FImI8++ojJyclhnn32WcbFxYW5detWl8ffvHmTcXZ2Zp599lkmJyeH+eijjxiJRMJ89913xmMyMjIYkUjEvPXWW0xubi7z1ltvMWKxmDl58qStqmVkbv2effZZ5u9//ztz+vRp5urVq8z69esZiUTCnD9/3njMZ599xri7uzOlpaUmX2wwt36HDx9mADBXrlwxKbtWqzUeY8/xq6urM6lXUVER4+3tzbz66qvGY7gSv/379zMvv/wys3v3bgYAs2fPnrseb29tzxKofzJF/ZN9x4/6J8vEjldJ2NixY5knn3zS5LmYmBjmpZde6vL4F154gYmJiTF57oknnmDGjx9v/P7BBx9k7rnnHpNj5syZw/zud7+zUKl7z9z6dSU2NpZ57bXXjN9/9tlnjIeHh6WK2C/m1q+tk6utre32PfkUvz179jACgYApKCgwPsel+LXpTSdnb23PEqh/6hn1T/YbP+qf+hY73lyOVKvVOHfuHGbPnm3y/OzZs5GRkdHlz5w4caLT8XPmzMHZs2eh0Wjuekx372ktfanfnfR6PRobG+Ht7W3yfFNTEyIiIhAaGor58+cjMzPTYuXurf7ULyEhAUFBQZgxYwYOHz5s8hqf4vfJJ59g5syZiIiIMHmeC/Ezlz21PUug/qln1D8Z2Gv8qH/qW+x4k4RVVVVBp9MhICDA5PmAgACUlZV1+TNlZWVdHq/ValFVVXXXY7p7T2vpS/3u9M9//hMKhQIPPvig8bmYmBjs2LED+/btw86dOyGXyzFx4kRcu3bNouXvSV/qFxQUhO3bt2P37t34/vvvER0djRkzZiA9Pd14DF/iV1paip9//hmPPvqoyfNciZ+57KntWQL1Tz2j/qnn97QW6p9M2bLtiftXVO4RCAQm3zMM0+m5no6/83lz39Oa+lqWnTt3YsOGDdi7dy/8/f2Nz48fPx7jx483fj9x4kSMGjUK//73v/H+++9bruC9ZE79oqOjER0dbfw+KSkJRUVF+Mc//oEpU6b06T2tra9l2bFjBzw9PbFw4UKT57kWP3PYW9uzBOqfukb9U+/e09qof2pnq7bHm5EwX19fiESiTlloRUVFp2y1TWBgYJfHi8Vi+Pj43PWY7t7TWvpSvza7du3CI488gm+++QYzZ86867FCoRBjxoyx+ZlKf+rX0fjx403Kzof4MQyDTz/9FMuWLYNUKr3rsWzFz1z21PYsgfqn7lH/ZN/xo/7J9BhzY8ebJEwqlSIxMRGpqakmz6empmLChAld/kxSUlKn4w8ePIjRo0dDIpHc9Zju3tNa+lI/wHCGuXLlSnz99deYN29ej5/DMAyysrIQFBTU7zKbo6/1u1NmZqZJ2e09foDhVunr16/jkUce6fFz2Iqfueyp7VkC9U9do/7JvuMHUP905zFmx86safwc13aL7SeffMLk5OQwa9euZVxcXIx3a7z00kvMsmXLjMe33Yb65z//mcnJyWE++eSTTrehHj9+nBGJRMzf/vY3Jjc3l/nb3/7G+i3Eva3f119/zYjFYmbz5s0mtwfX1dUZj9mwYQPzyy+/MDdu3GAyMzOZVatWMWKxmDl16hTn6/fee+8xe/bsYa5evcpcvnyZeemllxgAzO7du43H2HP82vzxj39kxo0b1+V7ciV+jY2NTGZmJpOZmckAYN59910mMzPTeHu7vbc9S6D+ifon6p+of7oTr5IwhmGYzZs3MxEREYxUKmVGjRrFHDlyxPjaihUrmKlTp5ocn5aWxiQkJDBSqZQZMGAAs3Xr1k7v+e233zLR0dGMRCJhYmJiTBqRrZlTv6lTpzIAOn2tWLHCeMzatWuZ8PBwRiqVMn5+fszs2bOZjIwMG9bIlDn1+/vf/85ERkYycrmc8fLyYiZNmsT89NNPnd7TXuPHMIa1eJycnJjt27d3+X5ciV/b7fjd/a3xoe1ZAvVPU43fU/9kYK/xYxjqnywROwHDtM42I4QQQgghNsObOWGEEEIIIfaEkjBCCCGEEBZQEkYIIYQQwgJKwgghhBBCWEBJGCGEEEIICygJI4QQQghhASVhhBBCCCEsoCSMEEIIIYQFlIQRQgghhLCAkjBCCCGEEBZQEkYIIYQQwgJKwgghhBBCWEBJGCGEEEIICygJI4QQQghhASVhhBBCCCEsoCSMEEIIIYQFlIQRQgghhLBAzHYBLE2v16OkpARubm4QCARsF4cQYiEMw6CxsRHBwcEQCu3z/JH6J0L4qa/9E++SsJKSEoSFhbFdDEKIlRQVFSE0NJTtYvQJ9U+E8Ju5/RPvkjA3NzcAhl+Eu7s7y6UhxHEoFAoEBwcDMCQbLi4uFn3/hoYGhIWFGdu4PaL+iRB2cLV/4l0S1jbE7+7uTp0cITYkEomMj93d3S3eybWxx8t4mzdvxubNm6HT6QBQ/0SIrXG1f7LPiRWkR0qlEnFxcYiLi4NSqWS7OAQUE0e2Zs0a5OTk4MyZM2wXhROoLXAPxYQdvBkJu/NM09ExDIOcnBzjY8I+igkhBtQWuIdiwg7eJGFr1qzBmjVr0NDQAA8PD7aLwzq5XI7Dhw8bHxP28T0mfK8fsRz6W+EevseEq/UTMDxLeduSsPr6eppzQQiP8KFt86EOhJDO+tq2aU4YIYQQQggLeHM5si9WfnYal2/XQywUQiYRwtNJAk9nKbycJQj2dMIAHxeE+zhjoK8L/N1kdnVXllarxY8//ggAmD9/PsRihw41J/A9JhqNBtu3bwcAPP7445BIJCyXyL4dyC5DvVKDZo3O8KXWoaX1seFfvclzzWodNDo9tHoGaq0eWr0eOj0gEwshFQshFQkhl4rg4yI1fLnK4OsqRbi3MyJ8XBDu7QwnqajnglkA39uCPeJ7TLjaPzn05cj7PjiGC8X1vXpfHxcp4kI8MCzEHcNCPDAqwgv+bty5rnwnhUIBV1dXAEBTU5PVbsclvcf3mFi7fny4lGdOHSb+7RBu1zXbqGQGge5yRAe6IT7EHXHBHogLdke4t7PFT0D53hbsEd9jwtX+iV+prpk++MMoKNRaaHUMmjU61Ck1qFWqUaNQo7hWiVvVShTWKFFc24xqhRrpVyuRfrXS+POD/V0xfpA3kgb5Ytwgb/i6ylisjSmhUIgJEyYYHxP2UUwcV1/u3h4/yAe1SjWcJCLIJSI4SYVwkogM30tFkItFcJKKjK/LJe0jXmKREBKRAEKBAGqtHmqdHiqNHkq1FrVKNaqa1KhuUqO8sQVFNUrkVynQ2KJFWUMLyhpacKRDP+cuF2PMAG+MGeiNsQO9MSzEAxJR//5+qS1wD8WEHQ49EtZbLRod8soacel2PS4X1+NCcR3yyho7HRcf4o7pMQGYEeOPYSEeEArt5/IlIf3F1TNNLuFqHRiGQZ1Sg5tVCuSUNiD7dj2ySxpwpawRap3e5FgniQgJ4Z6YONgX02P8ERNI+2AS7uNq/0RJWB/VKtQ4lV+DkzercfJmdaekzM9NhunR/pg+1B+To3zhLHXoQUfiALjayXGJvdVBrdUjt7QBZwpqcCq/BmcKalCn1JgcE+Qhx7Rof0yP8cfEwT7U1xFO4mr/REmYhVQ2qpB2pQKH8iqQfrUSCnX7ZQe5RIgZMQGYPzwIyTH+kEtsM/mVEFviaifHJfZeB72ewfXKJpy8WY20K5XIuFGFFk37SJlULMT4QT6YHu2H6TEBCPdxZrG0hLTjav/EuSTsypUrWLp0qcn3O3fuxMKFC3v181zo5FRaHc7k1+K3vHL8mluOopr2ybXOUhFmDjUkZFOG+FktIWtubsaUKVMAAOnp6XBycrLK55De43tMuNrJcQkf6tBRi0aHEzeqcbj1BLS41vRGgkg/FyS3jpKNHuANqdgw14jvbcEe8T0mXO2fOJeEddTU1IQBAwbg1q1bvf6Fca2TYxgGl2834MdLJfjxQqnJ3U5uMjFmxQZg/oggTBrsZ+ygLIHvd7rYI77HhKudHJfwoQ7dYRgG1yuacCjPkJCdvVULnb79vxdXmRiTo3yRHOOPMaHOGBTkC4CfbcEeUf/UP7y8O3Lfvn2YMWOGXf8xCAQCDAv1wLBQD7x0Twyyiurw08VS/HSpFKX1Lfg+8za+z7wNd7kYc+ICMX9EMCZE+vT77iOZTGZc80Um485dm46M7zHhe/3I3QkEAkQFuCEqwA1PTI1EfbMGR69V4nBeJdKuVKBaocbPl8vw8+UyMHodxj7xdwwL9URuRTNGRTjTjUws43v75Wr9LD4Slp6ejnfeeQfnzp1DaWkp9uzZ0+lS4pYtW/DOO++gtLQUcXFx2LRpEyZPntzpvRYuXIjly5dj8eLFvf58eznT1OsZnC+sxY8XS7H/UikqGlXG17ycJbgnPhDzhwdj3EBviPuZkBHCB/bStu+GD3XoC72ewcXb9TiUV4HDeRW4dNt0fUZfVymmDjFctpw8xBfucm4spElIb3HmcuTPP/+M48ePY9SoUViyZEmnJGzXrl1YtmwZtmzZgokTJ+LDDz/Exx9/jJycHISHh5tUKDIyEkVFRXfdbFOlUkGlUpn8XFhYmF11cjo9gzMFNfjxYgl+vlSGaoXa+JqvqxQp8UGYNzwIYwZ4Q0Rni8RB8SGB4UMdLKGisQVpVypxOK8CR69VoUmlNb4mFgowKsILydH+mBbtR0tgELvAmSTM5M0Fgk5J2Lhx4zBq1Chs3brV+NzQoUOxcOFCbNy40fjcl19+iQMHDuA///nPXT9jw4YNeO211zo9b6+dnFanx6l8Q0L2y+Uy1Ha4HdzfTYa5w4Iwf3gQRoV73XX4XqfT4dChQwCA6dOnQySiOzLZxveYaDQafPXVVwCAhx56yOLbgvAhgeFDHSyhY1uYNGUaMosMo2SHrlTgZqXC5NhAdzmmRfthWrRhCQw3GiWzCuqf+scukjC1Wg1nZ2d8++23WLRokfG4Z599FllZWThy5IjxuQULFuDxxx/HggUL7voZfBgJ645Gp0fGjWr8eKEEB7LL0NDSfrYY6C43JGQjgpAQ5tnpTJHvkyztEd9jwtWJr1zQccX8q1ev2mUdLOlufyuF1UqkXa3ocgkMsVCAMQO8MS3aD8kx/ojyd6VRMguh/ql/7GJiflVVFXQ6HQICAkyeDwgIQFlZmfH7+vp6nD59Grt37+7xPWUyGacm2VmSRCTE1CF+mDrED28uGoZj1yvx48VSpGaXo6yhBZ8ez8enx/MR4umEecODMG9YEIaHekAgEEAoFGLEiBEAaAsKrqCYOK41a9ZgzZo1xo7a0d2tLYT7OGN50gAsTxqAFo0Op/JrkHbFkJTlVylw4mY1Ttysxsaf8xDsIcfUaD9MGuyHCZE+8HKRslEdXqD+iR2s3B1555kLwzAmz3l4eKC8vNys9+zL3mz2RCoWYnpMAKbHBKBFo8PRa1X46WIJUnPKcbuuGdvTb2J7+k2EeTth3rBgzB8ehMzMTDpL5BAnJydkZWWxXQxCWNfbtiCXiIwnoq8uAAqqFIaE7GolTtyoRkl9C3aeLsLO00UQCID4YA9MivLFpMG+SIzwooWxzUD9EztsmoT5+vpCJBKZjHoBQEVFRafRMXM50pmmXCLCrNgAzIo1JGRpVyrx06VS/Na6MOy2Izew7cgNDPBxxj3xQbgnPhDDaS9LQoidG+DrgpW+A7Fy4kA0q3U4ebMaR69V4dj1Slwtb8Kl2/W4dLseW9NuQCYWYuxAb0wa7ItJUb4YGuhOfSDhHJsmYVKpFImJiUhNTTWZE5aamor77ruvX+/N95Gw7sglItwTH4h74gPRrNbh8JUK/HixBIfyKlBQrTQmZIHucsyJC8CcuECMpWUvCCF2zkkqQnKMP5Jj/AEAFQ0tOHa9CseuVeHY9SpUNKpw9FoVjl6rAn4GfFykmDDYF5MG+2BCpC9CvZzoSgFhncUn5jc1NeH69esAgISEBLz77rtITk6Gt7c3wsPDjUtUbNu2DUlJSdi+fTs++ugjZGdnIyIiot+fb8+Tdy2pqq4RyTPnoEaphvt9/4dmpj3f9nSWYOZQQ0I2OcqXhuxtpLm5GSkpKQAMS7nQtiDm4UPb5kMdLMHabYFhGFyraMLRa1U4fr0KJ29WQ6k2PUEP8XTCuEHeGD/IB0mDfBw+KaP+qX84c3dkWloakpOTOz2/YsUK7NixA4Bhsda3334bpaWliI+Px3vvvWfcs6q/qJMz6PgHV1VbjwtlzThwuRypueWo6bAOmbNUhGnRfpgTF4hp0f7wcKLbv62F7j7qHz60bT7UwRJs3RbUWj0yC2tx/LphlOxicT20etP/+hw9KaP+qX84k4SxhW4BN6XVarFnzx4AwKJFiyAWG0bCtDo9zt6qxS+Xy3Awuwwl9S3GnxEJBRgd4YUZQ/0xPSYAkX4uDtUJWVt3MeELa9ePDwkMH+pgCWy3BYVKi3O3anHyZjVO3qympAzsx8TauNo/8SYJa0OdXO8xDINLt+txILsMB7LLcb2iyeT1CB9nTI/xx4yYAIwd6G3RDcYJMRcf2jYf6sBHvUnKgj3kGDPQG6MjvDB6gDeGBLjRDibEiJKwVtTJ9V1htRKH8srxW14FTt2sgVrXvkiiq0yMyVG+mN46EdbXlZ9rsxHu4kPb5kMdHIFS3TEpq8GForpOSZmbXIxR4V4YM8ALiRHeGBnmCScpza91VJSEtTLrF/H9E0BFDiBza/+Supp+39VzHb8XcrPR6XQ6nDx5EgAwfvx4s7egaFJpcexaFQ7lleNQXiWqmtp3JRAIgGEhHpgS5YcpQ/yQEO4JCd1t2aP+xoTruDrczyV8qIMl2FtbUKq1OH+rDmdv1eBsQS0yC2uhuGOiv1goQHyIh3GkbPQAL7s6WbW3mJiLq/0Tb5KwPs0J+3AqUJrVvw+WOPc+ebvbc1JXwIKrFFtyEqJeb7hs+VteBQ7llePy7QaT111lYiRF+mDKED9MjfJDuI9zv8rOVzTxtX/4kMDwoQ6WYO9tQavTI6+sEWcLanDmVi3OFtSgvEHV6biBvi6tSZkhMRvky915tvYek55wtX/iTRLWxqxfREkWoKgC1I2Aqu2rCVA1AOqmO55r7HBcE6Dr3OD6rWOC1t3om9y99TmPO77v8K9IDKVSadyC4sKFC3B2tlxiVN7QgvSrla2LJFaZ3G0JGOaStY2SJUX6wFXGrwmefWXNmHABVzs5LqAbh0zxrS0wDIPi2mbjSNnZglpcrWjEnf+7ertIkRjhZRwtiw9xh0zMjREnvsXkTlztnxw7CesPrcqQjKnvSNRMErg7k7duntNre/48c0ic25MyuTsw4xVg0DTLfkYrvZ7B5ZJ6HL1WhSNXK3H+Vq3J3AmxUIBREV6Y2pqQDQvxoEuXPMXVTo5LzKrDzt8DTRWAzLX9JEzqesf3Lh2ec+t8rJj2UmRLvVKD84W1OHurBmcKanGhqA4qrd7kGJlYiBGhnq0jZV5IDPeGhzMtE2QNXO2faIiir8Qyw5eLT//eh2FaE7rGLhK6O59raE/0Wjo8VjUavtc2G95TozR8NbVuD6Vp6f7z+0koFGB4qCeGh3piTfJgNLZocPJmDdKvViL9WiVuVStxOr8Gp/NrABjWJUuM8ML4QT4YP8gbw0I86a5LQrpSehFoKO7fe4ik3SRpru3TIO6a5N1xrIj+y+gtD2eJyYr+aq0el0vqcbagdbTsVi1qFGqcLqjB6YIa488NCXBFYoThLswxA7wR5s3vpTEcHW9Gwmi4H4BO03WSFpIIuPqzUqRb1QqkX6vCsWuVOJVfgzqlxuR1J4kIowd4YdxAw3o8w0MpKbNXXD3T5BKz6nArA2iu7TDi3tQ6yn7H92pF5+e0VjrxEju1JmUuXSd1xmkRHadTuKPLaRYixx7xYRgG+VUKnC2oxZmCGpy7VYubVYpOx/m5yYx3YI6O8EJssDtdTegDrvZPvEnC2vCho7aElpYWLFmyBACwe/duyOVylktkuHR5taIRJ28Ybvs+lV+N2juSMrlEiNER3oakLNIHw0M9ODNnor+4GBNL4monxyU2q4NO0yFhuzNxU7RPmTA55s7v25K8JkCn7vkzzdCiZbDkWxUgFGP3vgOQR02y6Pvbq+omFc7dMoySnS2owaXb9dDoTP+LdpKIMDLMcAkzMcLw5Sbvf0JL/VP/UBLWig8dtSXYw50uer1hf7eTN6txKt+QmN05yV8uEWJUeNvlSx+MCLPfpMweYtIfXO3kuMRu66BVd5Go3Tk61/H1jvNgG0ynWGiboVAzcN3YCABoupYBl8FJLFeQm1o0OlwsrsfZWzU413oJs77Z9MRV1Lo0xvjW1f3HDPDu081Q1D/1D80JIyakUik+++wz42MuEgoFiA50Q3SgG1ZMGGDcdPdU6wKJJ29Wo1qhRsaNamTcqAZgmMjalpSNG2RYINFeNiC3h5j0B9/r59DEUkDsDTh79/+9dBpIm2rwWciXgFYFaXBc/9+Tp+QSEcYO9MbYgYbfu17P4EZlE87eMlzCPFtQi8IaJS4U1eFCUR0+PHITIqEAw0I8jPNuR/cyKeN7++Vq/WgkjHAWwxg6nBOtCdmpm9WoajIdKZOKhRgV7olxAw0jZQnh9pOUEfPwoW3zoQ6EW0rqmo3bLZ28WYPCGqXJ6x3vUJ86xA+xQe4Q0nZLFufwlyNpYj7/GZIyhbHDOZVfg8pG0/XapGIhEsI8Ma71LHBUuBclZTzBhwSGD3Ug3Ha7rrl13m01TtysRnFts8nrvq5STI4yJGTTov3g6cydUSF75vBJWBvq5Ax0Oh0uXboEABg2bBjvtqAADEnZzSpF6yiZYbSs4s6kTCTEyDBP43yJhHAv1vZ343tMtFotDhw4AACYM2cOZ7YF4RI+1MES+N4WuORWtQLpVytx5GoVMm5UQdlhuyWRUIDxg7xxT1wgZsT4oeLWNQD8jAlX+ydKwniK75Msu9J2y/ep/BrjaNmdW4lIRILWpMwH4wb6IDHCdkkZ32PC1YmvXMKHOlgC39sCV6m1epy7VYv0a5U4nFeBvLJG42t6dQuK3rsfAFBSVYsgH0+WSmkdXO2faGI+TwkEAgQHBxsfOwKBQIBBfq4Y5OeK348NB8MwuFWtNJkvUdbQgjMFtThTUIt/4zokIgFGhHpiXOtIWWKEF5yl1mkWjhgTQrpCbYEdUrEQSZE+SIr0wYv3xKCgSoGDOWX45XIZzt4og8jVcAPAlLcPY17CADw2ZRDigj1YLjW/0UgYcRgMw6CwRmm8fHniZjVK600XtWxLypIifZA0yAejImhOWW9x9UyTS/hQB8JP5Q0t2Jt1G9+eLca1iibj88nRfnhq+mAkRljgzlgWcbV/oiSMOCyGYVBU04yT+a0jZTeqUXJHUtY20b8tKRsZ7mm365RZG1c7OS7hQx0IvzEMg4vF9fjkWD5+vFiCtq2Axw30xlPTB2PSYF+7HL3kav9ESRghrdqSshM3q3DihuHOojvnlMklQiRGeGFylB+mRPlhaJCbXXZI1sDVTo5L+FAH4jjyqxT48MgN7D5fbFy5f3ioB56ZHoUZQ/3tqu/jav/EmySMlqgw1dLSgmXLlgEAvvzyS95tQWELbRP9T9ysxonWW77vXKfM302GKa3r70wa7Asvl+5v9+Z7TLjayXEJH+pgCXxvC/bobjEprW/G9vSb2Hm6EC0aPQBgRJgnnps9xG5GxrjaP/EmCWtDnZwB3X1keQzD4HpFE45fr8LRa1XIuFGNZk377d4CAZAQ5ol74gNxT1wQwn2cTX6e7zHhaifHJXyogyXwvS3Yo97EpLpJhY+O5uPzjAJj3zd2oDeemx1tXNWfq7jaP9HdkTwllUrxwQcfGB+T/hMIBIgKcENUgBtWThwIlVaHswW1OHK1EkeuVOJKeSPOF9bhfGEd3tqfh6FB7rgnLhDzhgdisL8b72PC9/r1R8eRekJ/K1zUm5j4uMrwUkoMHpk0EFvTbuA/p27hdH4NHvzwBCZH+eLFe2IQH8LNuym5+jdHI2GEWEhpfTN+zSnHL9llOHmzBjp9e9MaEeqBJYmhWDA8+K6XLEn3+NC2+VAHQtqU1jfjg0PXsetMEbSt/d3ihBA8NycawZ5OLJfOtuhyZCvq5AgX1CrU+DW3HD9fLkP61UpjByURCXBPfBAemTQQI8M82S2kneFD2+ZDHQi5U2G1Eu+mXsEPWSUAAJlYiMcmD8KT0yJ7tXk4H1AS1oo6OQO9Xo8bN24AACIjIyEUClkukeOqalJhb1YJvjtTiIu5VwAAYq8gjB7ggyenRmKmnd1l1B2dToejR48CACZPnmzxbU/40Lb5UAdLoP6JeywRkwtFdXjzp1ycLqgBYNin8i+zo7F0dBjrm4ZztX+iJIynaOIr93SMyaDndkMnkgEAhoV4YO3MKEyPse9kjKsTX7mED3WwBOqfuMdSMWEYBgdzyvG3n/OQX6UAYLiT8o374jEslL35Ylztn+j0g8c8PDzg4cHNSZKOqi0mqeum4ompg+AsFeHS7Xo88vlZLNx8HIfzKsCz8yJCukT9E/dYIiYCgQBz4gJxYO0U/N/8WLjKxLhQVId7Nx/DK3svo75ZY6HS8gONhBHCouomFban38QXJ24Zb/keGeaJtTOjMHWIn12NjHH1TJNL+FAHQsxR0dCCN/fnYm/rfDFfVyn+Oi8W940Mtmn/xtX+iTcjYZs3b0ZsbCzGjBnDdlEI6TUfVxnWzx2Koy8m47HJAyGXCJFVVIeVn53B77afRFZRHdtFJISQPvN3l+Nfv0vA14+OQ6SfC6qa1Fi7KwuPfn4W5Q0tPb8Bz9FIGCEcUtHYgg+P3MSXJ29BrTWsTD1vWBCenxONAb7cnjfD1TNNLuFDHQjpK7VWj+3pN/Cv365Bo2PgLhfj/+bH4v7EUKuPinG1f+LNSBgxpVKpsHLlSqxcuRIqlarnHyBW15uY+LvJ8X/zY3H4uWlYMioUAgHw06VSzHz3CF7ZexlVTRRLYv+of+IeW8REKhbiqelR+PHpyRge6oGGFi2e/+4iVu04g4pGxxwVo5EwnqK7j7inLzHJLW3A33/JQ9qVSgCAi1SEp2dE4eGJAyEVc+sciqtnmlzChzpYAvVP3GPrmGh1enx0NB/v/XoVaq0ePi5S/OOBEUiO8bfK53G1f3KMVdQckEQiwdtvv218TNjXl5gMDXLHjlVjkXGjCn/7OQ8Xi+vxt5/z8M2ZIryyIBbToq3TYfUF/c2R3qK/Fe6xdUzEIiH+NM2wTuLTOzORV9aIVTvO4OGJA/FiSjRkYsuu48XVvzkaCSPETuj1DL7PvI2//ZxnvCw5c6g//jovlvPzxSyBD22bD3UgxNJaNDr87ec87MgoAADEBbtj60OJCPdxZrdgZqA5YYTwnFAowP2JoTj03FQ8NnkgxEIBfs2twOz30vFe6lWotLQ5NCHE/sglImy4Nw4fLx8NL2cJsksacO/mYzh6rZLtolkdJWE8pdfrcfv2bdy+fRt6vZ7t4hBYLibucglenheLX9ZOxuQoX6h1evzrt2uY9/4xnG3dLoQNOp0OZ86cwZkzZ6DTUUJIukf9E/dwISYzYwOw/9nJGBHqgTqlBis+PY1tR25YZAFrrvZPdDmSp2jiK/dYIyYMw+DHi6V47X/ZqGpSAwD+OD4cL94TAze5bec9cHXiK5fwoQ6WQP0T93ApJi0aHf7vh8v49lwxAOC+kcF4+/7h/ZonxtX+iUbCeEwsFkMspnsvuMTSMREIBFgwIhi/rpuKB0eHAgD+c7IQs95Nx5Gr/B/KJ/aL+ifu4UpM5BIR3r5/OP7fwniIhQLszSrBik9P83LLI04mYfn5+UhOTkZsbCyGDRsGhULBdpHsjouLCzQaDTQaDZ1lcoQ1Y+LpLMXb94/A14+OQ4SPM8oaWrDi09N4de9lNKu5M/ROCED9ExdxLSYCgQDLxkfgs1Vj4CoT4+TNGjywLQMldc1sF82iOJmErVy5Eq+//jpycnJw5MgRyGQytotEiF2YMNgXvzw7BSsnDAAAfH7iFub/+yguFdezWzBCCOmDyVF++OaJJAS4y3C1vAlLtmYgv4o/AzOcS8Kys7MhkUgwefJkAIC3tzcnhkcJsRdOUsOdRp8/PBb+bjLcqFRg0Zbj2Jp2A3o9r6aAEkIcQGywO75fPRGD/V1RWt+CpR+ewPWKJraLZREWT8LS09OxYMECBAcbdkj/4YcfOh2zZcsWDBw4EHK5HImJiTh69KjxtWvXrsHV1RX33nsvRo0ahbfeesvSRXQIKpUKa9aswZo1a2hbEI6wdUymDvHDgbVTMG9YELR6Bn//JQ+PfXEW9Ur+zasg9oX6J+7hekxCPJ3w38fHIybQDRWNKvxu+wlcLW9ku1j9ZvEkTKFQYMSIEfjggw+6fH3Xrl1Yu3YtXn75ZWRmZmLy5MlISUlBYWEhAECj0eDo0aPYvHkzTpw4gdTUVKSmpnb7eSqVCg0NDSZfBNBqtdiyZQu2bNkCrVbLdnEI2ImJl4sUH/whARsXD4NULMRveRWY9++juFhcZ5PPJ6Qr1D9xjz3ExNdVhq8fG4/YIHdUNanxh49O2v2lSYtf50tJSUFKSkq3r7/77rt45JFH8OijjwIANm3ahAMHDmDr1q3YuHEjQkNDMWbMGISFhQEA5s6di6ysLMyaNavL99u4cSNee+01S1fD7kkkErz66qvGx4R9bMVEIBDg92PDMSzEA6u/Oo/CGiXu33oC/29hHJaOCbfY59DfHOkt+lvhHnuJibeLFF8/Ng4PfXwK2SUNWPbJKez+0wQEuMvv+nNcrZ9V1wkTCATYs2cPFi5cCABQq9VwdnbGt99+i0WLFhmPe/bZZ5GVlYUjR45Aq9VizJgxOHToEDw8PHDffffhiSeewPz587v8DJVKZTJ02tDQgLCwMIdfh4eQrtQ3a/D8txdwMKccAPDY5IF4KWUoREIByyXrGR/W2OJDHQjhgspGFR7YloGCaiViAt2w6/EkeDizl1zZxTphVVVV0Ol0CAgIMHk+ICAAZWVlAAzrlLz11luYMmUKhg8fjqioqG4TMACQyWRwd3c3+SKEdM3DSYIPlyVi7cwoAMBHR/Px+Bdn0aTi5uUHQgjpip+bDF8+Mg5+bjLklTXiyf+cg0Znf7svsHJ3pEBgetbNMIzJcykpKbh06RIuX76Md999t1fvuXnzZsTGxmLMmDEWLau9YhgGdXV1qKurs8iWD6T/uBITgUCAtTOH4N+/T4CsdZ7Y/VszUNHQ0q/31ev1yM7ORnZ2Nm+3orly5QpGjhxp/HJycury5iNyd1xpC6SdPcYkzNsZXzw8Fi5SEU7crMabP+V2eyxX+yebJmG+vr4QiUTGUa82FRUVnUbHzLVmzRrk5OTgzJkz/XofvlAqlfDy8oKXlxeUSiXbxSHgXkwWjAjGrieSjGeSS7Zl4FZ13ye5Njc3Iz4+HvHx8Whu5teCim2io6ORlZWFrKwsHDt2DC4uLt3OVyXd41pbIPYbk6FB7nhv6UgAwI6MAuw6U9jlcVztn2yahEmlUiQmJna62zE1NRUTJkzo13vTSBgh5hsZ5onv/zQBET7OKKppxv3bTiC3lO4w7o19+/ZhxowZnFhdnBBHNjsuEOtmDQEA/PWHy3a1OLXFk7CmpibjmSJg2IIoKyvLuATFunXr8PHHH+PTTz9Fbm4u/vznP6OwsBBPPvlkvz6XRsJMOTs7Q61WG2+GIOzjakzCvJ3x7ZNJiAl0Q2WjCks/PIELRXVsF8sq+ruOYUfffPMNli5dauUS8xNX24Ijs/eYPD19MGbHBkCjY/DMfzOhsJN5rhZPws6ePYuEhAQkJCQAMCRdCQkJeOWVVwAAS5cuxaZNm/D6669j5MiRSE9Px/79+xEREWHpojg0gUAAiUQCiUTSaQ4eYQeXY+LvJseux5OQGOGFhhYtln1yCtkl9nM22Vv9XcewTUNDA44fP465c+fe9fNoHcOucbktOCp7j4lAIMDb9w9HkIcc+VUKbNiXzXaResWqS1TY0ubNm7F582bodDpcvXqVbgEnpA+aVFos/+QUzhfWwctZgv8+noToQLde/axCoYCrq6vhfZqaLH6ZztLLO9y5hA4AjBs3DqNGjcLWrVuNzw0dOhQLFy7Exo0bjc99+eWXOHDgAP7zn//c9TM2bNjQ5TqG1D8RYh0nb1bj9x+dBMMAWx8ahZRhQQC42z9xbu/IvqLLkabUajWef/55PP/881Cr1WwXh8A+YuIqE2PHw2MxItQDtUoNHvr4JArsfEXq3lKr1Th37hxmz55t8vzs2bORkZFh8lxvL0WuX78e9fX1xq+ioiKLltle2UNbcDR8icn4QT5YPS0SAPDKvmzOb9PGm5GwNrQYooG1s35iPnuKSb1Sg99/dBI5pQ0Y4OOM71dPhLeL9K4/w9Uzze7cORJWUlKCkJAQHD9+3ORGobfeeguff/45rly5AsAwijVkyBAUFRVBKr3778TadbBX9tQWHAWfYtKi0WHu+0dxs1KB348Nw8bFwznbP1l82yLCDRKJBM8995zxMWGfPcXEw1mCHQ+PwaLNhhWpH/38DL5+bDzkElG3P2NP9bubntYx9PDwQHl5ua2LxSt8+VvhEz7FRC4RYeOiYVi6/SR2ni7CooRQjAxx5WT9eDMSRnPCCLG86xWNWLwlAw0tWswdFojNfxjF2qRda4+E9WZbtf6ikTBCbGf99xex83QRhoV4YO+aiRBacXs2mhNGc8IIsbjB/m74aPloSEVC7L9Uhm1HbrJdJKuhdQwJ4Ze/zI6Gq0yMS7frse9CCdvF6RJvkjBiimEYaDQaaDQau9mCgu/sNSbjBvlgw71xAIB3DuTh+PWqLo/T6/UoKChAQUEBp7YF6YjWMeQGe20LfMbHmPi6yvCn1kn6f9+fgyvXbnCuf6IkjKeUSiWkUimkUqldbUHBZ/Yck9+PDcP9iaHQM8DTOzNRWt9524/m5mYMHDgQAwcO5NS2IB3ROobcYM9tga/4GpNHJg1EsIcct6sbEDNkMOf6J94kYTTcT4j1CAQCvLEwHnHB7qhRqPHctxeg19vf2fK0adPAMEynrx07dhiPWb16NQoKCqBSqXDu3DlMmTKFvQITQvpFLhFhzfTBbBejW7xJwmi435SzszNqa2tRW1trl1tQ8JG9x0QuEeHfv0+AXCLE8evV2JFRwHaRiJ2y97bAR3yOyf2JofB3N285GVvhTRJGTAkEAnh6esLT09Mut6DgIz7EZJCfK16eFwsA+NsvebhW3shyiewDjdSb4kNb4Bs+x0QmFuHhiYOM3+s4NIpPSRghxCx/HBeOqUP8oNbq8cLui3Z5WdLWaKSeEHY9MDrU+PjYtUoWS2KKkjCeUqvV2LBhAzZs2GDXW1DwCV9iIhAI8Pclw+EiFSGzsA67ztJWPMQ8fGkLfML3mDhL29em33mGO30WLdbKU3zagoIv+BaTj4/exBs/5cLDSYJDf5kKuUDLyW1BuIQPdbAEvrUFPuB7TDrWL3zddzj2cgrCvC03983hty1as2YN1qxZY/xFODqxWIzVq1cbHxP28S0mKycMwHfnipFX1oh3DlzBa/OjeVU/Yj18awt8wPeYtNXv19xytAhE2HWmCM/NiWa7WPwZCWtDZ5qE2M7Zghrcv+0EhALgwNopiApws9pn8aFt86EOhNizvVm38ex/sxDu7Ywjz0+z2E0IDr9tESHE9kYP8Mbs2ADoGeCdA1fYLg5n0d2RhHDDrNgAOElEKKxRIquoju3iUBJGCOmfF+6JNoyEZZfh1/PXUFlZyZttTyyF7o4khF0Mw6CyshKK+lrMivUHAOzNYn8/SUrCeEqhUEAikUAikUChULBdHAL+xmSwvxvuTwwFo1FhVuIQ+Pv782rbE2J5fG0L9ozvMVEqlfD394e/vz/mRHsCAPZfKmX9hJGSMB7TarXQarVsF4N0wNeYPD09CiIhvxZ4JNbF17ZgzxwlJuMH+cJJIkJFowrZJQ2sloU3SRjNuTDl5OSE4uJiFBcXw8nJie3iEPA7JmHezrgnLpDtYhA7wee2YK8cKSZyiQgTB/sCANKuVLBaFt4kYTTnwpRQKERISAhCQkIgFPImzHaN7zF5ePIA4+PiGrocSbrH97ZgjxwtJskxfgCAQ3mUhBFCeCA2qH19PlpF3xSN1BPCLcnRhsn5mUV1qFOyt0MAJWE8pVar8c477+Cdd97h5RYU9siRYrInsxhqrZ7tYnAGjdSbcqS2YC8cLSbBnk6I9HMBwwBnCmpZKwct1spTfN+Cwh7xPSYd6xf25++wdeUEzBseZLH350Pb5kMdLIHvbcEe8T0mXdVv/feXsPN0IR6bPBAvz4vt1/s7/LZFxJRYLMaKFSuMjwn7+B6Ttvpll9SjQijC16dvWTQJI/zB97Zgj/gek67qN26gN3aeLsTp/BrWykUjYYQQiyqqUWLy24chEAAn189AgLvcIu/Lh7bNhzoQwhcldc2Y8LdDEAkFuPDqbLjK+p580rZFhBBOCPN2RmKEFxgG+OliKdvFIYSQLgV7OiHUywk6PYOswjpWykBJGCHEIhiGgUKhgEKhwLxhhjXDfrzI/rYghBDSsX/qeAFwRJgnAODi7TpWysWbJIxuATelUCjg6ekJT09PXm5BYY/4HhOlUglXV1e4uroiOdIDAgFwvrAOxbW0Zhgxxfe2YI/4HpOO/VPHbdWGhRiW1rl8u56VcvEmCaNbwDurr69HfT07f1ika44SE393OcYN9AYAHMguZ7k07KOTxM4cpS3YE0eMSVsSdomlJIx/t0AQAIYtKK5evWp8TNjnaDGZOTQAJ2/WIO1KBR6ZNJDt4rBqzZo1WLNmjXHyrqNztLZgDxw1JvHBhvZYVNOMeqUGHs4Sm34+JWE8JRQKERUVxXYxSAeOFpNp0X5446dcnLpZA6VaC2cpdTfEwNHagj1w1Jh4OEsQ5u2EoppmXC6pN+4paSu8uRxJCOGWSD9XhHo5Qa3T48SNaraLQwghXWLzkiQlYTyl0WiwefNmbN68GRqNhu3iEDheTAQCgXF/NrY3ySXc4mhtwR44ckziW5Ow7JIGm382LdbKU3zfgsIe8T0mXdXv15xyPPrFWQzydcGh56b16/350Lb5UAdL4HtbsEd8j8nd6vdbbjke+fwsYgLd8MvaKX16f9q2iJgQiUS4//77jY8J+/gek67qN2aANwQC4GaVAhWNLfB3s8zq+cS+8b0t2CO+x+Ru9RsS4AYAuFmpgFanh1hku4uENBJGCLGqezalI6+sEVseGoW5w/q+lyQf2jYf6kAI3+j1DOI3HIBSrcOv66ZisL+r2e9B2xYRQjipbb0wNjfJJYSQ7giFAkS1Jl7Xyhtt+9k2/bReEovFGDlyJEaOHIlHH32U7eIQQvph7EAfAMApSsIIIRwV1XpJ8mp5k00/l5Nzwjw9PZGVlcV2MeyaUqk0rvly7do1ODs7s1wiwveYdDfxdcxALwBAXlkDmlRauMo42e1YVdtdZzqdju2icALf24I94ntMerrxINLP8Nqtattu2eR4vaGDYBgGJSUlxseEfY4aE383OQLd5ShraEFuaQPGDPBmu0g2Ryvmm3LUtsBljh6TUC/DLgHFtc02/VyLX45MT0/HggULEBwcDIFAgB9++KHTMVu2bMHAgQMhl8uRmJiIo0ePmrze0NCAxMRETJo0CUeOHLF0ER2CXC5HZmYmMjMzIZfTHWlc4MgxaVuH51KxY+1LR7rmyG2Bqxw9JiHGJEzZw5GWZfGRMIVCgREjRmDVqlVYsmRJp9d37dqFtWvXYsuWLZg4cSI+/PBDpKSkICcnB+Hh4QCAgoICBAcH4/Lly5g3bx4uXbrU7d0GKpUKKpXK+H1Dg+0XW+MikUiEkSNHsl0M0oEjxyQ+xB2/5pbjMkub5BJuceS2wFWOHpO2kbCyhhaotXpIxbaZMm/xT0lJScEbb7yBxYsXd/n6u+++i0ceeQSPPvoohg4dik2bNiEsLAxbt241HhMcHAwAiI+PR2xsrHFT0a5s3LgRHh4exq+wsDDLVogQ0m9sbgtCCCE98XOVQSYWQs8AZfUtNvtcm94dqVarce7cOcyePdvk+dmzZyMjIwMAUFtbaxzZKi4uRk5ODgYNGtTte65fvx719fXGr6KiIutVwI5oNBrs2LEDO3bscLgtKLjKkWPSdjnyRmUTWjQ0Od3ROXJb4CpHj4lAIECQh+EybGm97eaF2XRiflVVFXQ6HQICAkyeDwgIQFlZGQAgNzcXTzzxBIRCIQQCAf71r3/B27v7ibwymQwymcyq5bZHarUaq1atAgA88MADkEgkLJeIOHJM/N1kcJOJ0ajS4la1EtGBbmwXibDIkdsCV1FMAB9XGQqqlahRqG32mazcHSkQCEy+ZxjG+NyECRNw6dIls9+TbgE3JRKJMHfuXONjwj6+x+Ru9RMIBBjk74oLRXW4UdlESZiD43tbsEd8j0lv6ufjIgUAVPE1CfP19YVIJDKOerWpqKjoNDpmLroF3JRcLsdPP/3EdjFIB3yPSU/1i/R1wYWiOtystO1iiIR7+N4W7BHfY9Kb+vm4GpKwmibbJWE2nRMmlUqRmJiI1NRUk+dTU1MxYcIEWxaFEGJjka3bgtystO1iiIQQ0hs+LoapTdUKVQ9HWo7FR8Kamppw/fp14/f5+fnIysqCt7c3wsPDsW7dOixbtgyjR49GUlIStm/fjsLCQjz55JP9+ly6HEkItw3yNaxQfYNGwgghHOTdejmy2oaXIy0+Enb27FkkJCQgISEBALBu3TokJCTglVdeAQAsXboUmzZtwuuvv46RI0ciPT0d+/fvR0RERL8+d82aNcjJycGZM2f6XQc+aNuCIioqCkqlbRefI13je0wUCgVcXFzg4uIChaLzaNeA1iSsyMYrUhPu4XtbsEd8j0lP/RPQfjmyusmOR8KmTZvW45YHq1evxurVqy390aQDhmGMI5KOuAUFFzlCTO7WeQd7GBZDrFGo0azWwUnKv8m/3aGRelOO0BbsjSPEpKfk0tfVcDmS93dHWgN1cqbkcjmOHTtmfEzY5+gxcXcSw1kqglKtQ2l9Mwa1bpjrCOjGIVOO3ha4iGICeDm3TsynJMx81MmZEolEmDhxItvFIB04ekwEAgGCPZ1wvaIJpfUtDpWEEVOO3ha4iGICeDgb1kZraNaaLJ1lTTa9O5IQ4tjaVqQuqaN5YYQQbvFwMiRhap0eKq3eJp/Jm5EwuhxpSqvVYs+ePQCARYsWQSzmTajtFsWkfV5YqQ33ZiPcQ22BeygmgItUBKEA0DNAQ7MGcon1563y5rdMlyNNqVQqPPjggwAMy4Y4YoPiGooJEOxpSMJoJMyxUVvgHoqJYcqEu5MEdUoNGlo08He3/tw4x/stOwihUIipU6caHxP28T0mvalfkGfr5UgaCXNofG8L9ojvMelt/dzlhiSsvllrk3JREsZTTk5OSEtLY7sYpAO+x6Q39QtsPbOsaKAkzJHxvS3YI77HpLf1c3cypEUNLRorl8iAN+nu5s2bERsbizFjxrBdFEJIN9rW4amy4WKIhBDSW+7ytjskKQkzC62YTwj3+bq1r8Oj0/NzQUhCiP0yJmEttrkcyZskjJhqbm7GyJEjMXLkSDQ30yRoLuB7TBQKBfz8/ODn59fttiDezlIIWu8+suWCiIRb+N4W7BHfY9Kb/gnocDnSRiNhNCeMp/R6PS5cuGB8TNjnCDGpqqq66+tikRDezlJUK9SoalLBz01mo5IRLnGEtmBvHCEmPfVPgO0vR1ISxlNyuRwHDx40Pibso5gY+LrKjEkYcUzUFriHYmLg7tR2OZKSMLPQYq2mRCIRZs2axXYxSAcUEwNfNymulAOVjZSEOSpqC9xDMTFoWzW/wUZLVPBmThhNzCfEPtAdkoQQrrL1EhW8GQkjprRaLQ4cOAAAmDNnjkOufsw1FBOD9iSMJuY7KmoL3EMxMaA5YcQiVCoV5s+fD8Bxt6DgGoqJgTEJo8uRDovaAvdQTAza54TRivmkH4RCIUaPHm18TNjH95j0tn6+roa1wiod6HIkzVk1xfe2YI/4HpPe1s9FakiLmlS2ScIEDMPwasXEtg286+vr4e7uznZxCCF3OHylAqs+O4OhQe74+dnJvf45PrRtPtSBED67Va3A1HfS4CIVIfv1e3r9c31t2/xLdwkhnObjYhgJq1PSnDBCCLe4yAwjYQq1Dnob7OrBmySM9o4kxD54OhmSsFpKwgghHNN2ORIAmjXWnz7AmySMlqgw1dzcjIkTJ2LixIm83ILCHvE9JkqlEgMGDMCAAQOgVCq7Pc7D2TDxtUWjR4sNOjnCPXxvC/aI7zHpbf8klwghFBgeK2wwL4wm5vOUXq9HRkaG8TFhH99jwjAMbt26ZXzcHXe5GCKhADo9g/pmDeQSka2KSDiC723BHvE9Jr3tnwQCAVykYjSqtFCorX+SSEkYT8lkMuzZs8f4mLCPYmIgEAjg4SRBjUKNWqUaAe6Ou0WKo6K2wD0Uk3YustYkjEbCSF+JxWIsXLiQ7WKQDigm7TydDUlYndI2CyISbqG2wD0Uk3bOMsPovC2SMN7MCSOE2A/P1gUR6Q5JQgjXtE3OV6hpJIz0kU6nw9GjRwEAkydPhkhE827YRjFp5+nctkwFjYQ5ImoL3EMxaediHAmjOWGkj1paWpCcnAzAsAWFi4sLyyUiFJN2nq13SNZSEuaQqC1wD8WknXEkjOaEkb4SCASIjY01Pibs43tMzKlf21phdc10OdIR8b0t2CO+x8Sc+nVcsNXaeJOE0d5sppydnZGdnc12MUgHfI+JOfXzah0Jq6eRMIfE97Zgj/geE3Pq50IT881Hi7USYj/aL0fSSBghhFtsOTGfN0kYIcR+uMoNnVyTDc40CSHEHM4y280JoySMp5qbmzFr1izMmjWLl1tQ2CO+x0SpVCIuLg5x/397dx4XVdX/AfwzzMYOriyyCCYK7gIq4pJpEC4lLVqWuxWPlBpPpubzc8tHKpc0BdIelZ7yUXMhLSmlUjHR3KBSNPdABREX9nXm/P6Y5sIIyMw4y5073/frxes13Dn3zjl87z2cOffcc7p0eeSyIADgKFf1hJWa4Okjwj9CvxYskdBjokv9ZC9T3Y4spzFhRF9KpRI//vgj95qYn9BjwhhDdnY29/pRTDnmgvCP0K8FSyT0mOhSP9lKVP1TVTXG/ztQI0yg5HI5vvrqK+41MT+KSR1HE3b3E/6ha4F/KCZ11OvZVtVSTxjRk0QiwauvvmrubJB6KCZ11I+A05gw60TXAv9QTOqoG2GVJugJozFhhBCTc6rXE9bcrQFCCDEl+d+3IytrqCeM6EmhUODMmTMAgN69e1v1EhR8QTGpo+4JUzKgokYBexlVRdaErgX+oZjUqbsdSWPCiJ4qKyvRp08fALQEBV9QTOrYy8QQiQDGVLckqRFmXeha4B+KSR25lHrCUF5ejsDAQLz00ktYsWKFubNjcUQiEXx9fbnXxPyEHhNdyicSiSAV26C6VokaBd2OtDZCvxYskdBjokv55BLqCcO///1v9O3b1yjHZoyhtrZW0Esc2djY4MKFC9zvlZWVZswNAVQxuXTpEiQSiSArOXt7e1y/fl3r9FIbEaoB1CqE9zj846D6iZiDqWIilUrNcqtTl/rJ1tp7wi5duoQLFy5g1KhROHv2rEGPXV1djby8vGYnayPEWOzt7eHh4QGZTGburJiVVGIDVCtQQ40wDtVPROhEIhG8vLzg6Oho7qw0qe7pSAtshKWnp2P58uU4ffo08vLykJKSgtGjR2ukSUxMxPLly5GXl4cuXbpg9erVGDhwIPf+u+++i+XLlyMjI8OgeVMqlbh27RrEYjE8PT0hk8kE2SNB+Ikxhurqaty5cwfXrl1Dx44dYWNjvQ8oS/4uu6Xdjrx27RqmTJmC27dvQywW4/jx4wYZP0P1ExE6xhju3LmDGzduoGPHjrwd/K9+OtIib0eWlZWhR48emDx5Ml544YUG72/fvh2zZs1CYmIiwsPDsX79ekRFRSE7Oxs+Pj7Ys2cPAgICEBAQYPBGWHV1NZRKJby9vWFvb2/QY/ONUqnE1atXAQD+/v5W/c+eL5RKJW7evAmFQgGFQoHq6mrY2tqaO1sGU1FRgUGDBgFQfRmzs7N7ZHqZWNXAqLWwRtikSZOwdOlSDBw4EPfu3TPYxJZUPxFzMlVM2rRpg+vXr6OmpsakjTBd6qf6T0cyxoz6ZcjgjbCoqChERUU1+f6qVaswdepUTJs2DQCwevVq7N+/H0lJSYiPj8fx48exbds27NixA6WlpaipqYGzszMWLFjQ6PGqqqpQVVXF/V5cXNxsHq3hgmeM4cGDB9xrYn71Y9JcA8USKZVKnDp1invdHIlYdR1WW9DtyHPnzkEqlXI99y1btjT4Z1D9RMzBVDExV++uLvWTuicMUDXE1I0yYzDp1V5dXY3Tp08jIiJCY3tERATX6xUfH4/c3Fxcv34dK1aswOuvv95kA0yd3sXFhfvx9vY2ahkshfpJEF9fX7qlwRPqmHh6elJMAEi4njDTNcLS09MxatQoLgbffPNNgzSJiYnw8/ODra0tgoODceTIEe69S5cuwdHREc8++yx69+6NZcuWmSzvQkL1E/9QTOpI6n0RUiiN+yXBpI2wwsJCKBQKuLm5aWx3c3NDfn6+XsecN28eioqKuJ/c3FxDZNXi2djYoE2bNmjTpo1VfLO2BOqYtGzZ0uorOQCQiU0/Jkw9XGLdunWNvq8eLjF//nxkZmZi4MCBiIqKQk5OjiqvNTU4cuQIEhIScOzYMaSlpSEtLa3Jz6uqqkJxcbHGD6H6iY8oJnXUXxAB4w+XMMtf+uF/QE3dc500aVKzc4TJ5XI4Ozvjyy+/RL9+/TB06FCD5pVYn/bt20MkEkEkEnHd89q4fv06t1/Pnj2Nlj+hENuornmFCW9HRUVFYenSpXj++ecbfb/+cInAwECsXr0a3t7eSEpKAgB4eXkhNDQU3t7ekMvlGD58OLKyspr8POqpN59JkyY1eCjMEiQnJ8PV1bXJ9/lcz0yaNInLW2O9zJZCYlOvEabF0IrHYdJGWOvWrSEWixv0ehUUFDToHdNVbGwssrOzcfLkycc6Dh89+eSTmDVrlk77MMZQUVGBiooKixpzsWjRIl5ULEuWLEFeXh5cXFwAAIcOHWrQKLt16xa6du2KAQMG4MGDB/D29kZeXh7++c9/NnpMdUwqKystKibGov7epeTJ30Kb4RKhoaG4ffs27t+/D6VSifT0dAQGBjZ5TOqpb5yl1k988uOPP+Knn34y2PEeFZPk5GT069ev2WOsWbMGeXl5BsuTuYhEIu5LYq2QbkfKZDIEBwc36L5PS0tD//79TZkVwVMqlTh37hzOnTun1SBpY6uurjbp56knvNSXk5MT3N3dm7xteOXKFQwYMAA+Pj44cOAAXF1dIRaL4e7u3uT8N+qYXL58mf7xALBR/2158qfQZriERCLBsmXLMGjQIHTv3h0dO3bEyJEjmzymuqe+/g/hX/1kiVq1aoVWrVoZ7HiPisnevXvx3HPPNXsMFxcXuLu7GyxP5mSxjbDS0lJkZWVxXfTXrl1DVlYWN6YiLi4O//nPf7Bp0yacP38e77zzDnJychATE/NYn5uQkICgoCCEhobqtB9jDOXVtSb/0faf8KRJk3D48GGsWbOG6+ZVz/qbnZ2N4cOHw9HREW5ubhg/fjwKCwu5fWNiYrBixQrExcWhRYsWcHNzw4YNG1BWVobJkyfDyckJHTp0wPfff8/to+7x2bdvH3r06AFbW1v07dsXf/zxh0a+MjIyMGjQINjZ2cHb2xszZsxAWVkZ93779u2xdOlSTJo0CS4uLnj99dcBAHPmzEFAQADs7e3h7++P//u//0NNTQ0A1betxYsX47fffuPKmpyczHW/17/t8+DBA4hEIhw6dEgj3/v370dISAjkcjmOHDkCxhg+/vhj+Pv7w87ODj169MDOnTu1Pj8a8/vvv2PAgAHo27cv9uzZo9N0AhKJhLdz4xhC69at0bp1a63Sqhu4fOkJU2tuuERUVBT++OMPnD17FqtWrTJaPsxVN+lSPwHAzp070a1bN9jZ2aFVq1YYNmwYVxcolUosWbIEXl5ekMvl6NmzJ3744QcAqmshKysLEolEo4c5KytLo55T357bv38/AgMD4ejoiGeeeUajx0WhUCAuLg6urq5o1aoV3nvvvWbL8Ndff2HUqFFo0aIFHBwc0KVLF6SmpgIwXD1YXV2N9957D+3atYODgwP69u3L1VlqycnJ8PHxgb29PaKjo3H37l2t//YP27RpE7p06QK5XA4PDw+89dZb3HsikQjr16/HyJEjYW9vj8DAQBw7dgyXL1/Gk08+CWdnZ0yZMqVBT1ZlZSUOHDiAZ599FoDqwZWOHTvC1tYWbm5uePHFF/XOr6npUj+pb0ka+8Ehg09RcerUKQwZMoT7PS4uDgAwceJEJCcnY+zYsbh79y53u6dr165ITU3l1nTSV2xsLGJjY1FcXMzdQtJGRY0CQQv2P9Zn6yN7SaRWixavWbMGFy9eRNeuXbFkyRIAqnlW8vLyMHjwYLz++utYtWoVKioqMGfOHIwZMwY///wzxGIxHB0dkZqaivfeew8nTpzA9u3b8Y9//APffPMNoqOj8f777+OTTz7B+PHjkZOTo9GYmD17NtasWQN3d3e8//77ePbZZ3Hx4kVIpVL88ccfiIyMxAcffICNGzfizp07eOutt/DWW29h8+bN3DGWL1+O//u//8O//vUvbpuTkxOSk5Ph6emJP/74A6+//jqcnJzw3nvvYezYsTh79ix++OEH/PjjjwBU36xu376t9d/1vffew4oVK+Dv7w9XV1f861//wu7du5GUlISOHTsiPT0dr732Gtq0aYPBgwdrfVy1jIwMvPrqqxg3bhzWrl2r0wBWsViMnj17orKyEteuXdP5s/nOwcEBd+7c0Tq9DXc70kgZ0pExh0vow1x1E6B9/ZSXl4dXXnkFH3/8MaKjo1FSUsJ9+QFU9dfKlSuxfv169OrVC5s2bcKzzz6Lc+fOoWfPnlqPuSwvL8eKFSvw5ZdfwsbGBq+99hreffddbNmyBQCwcuVKbNq0CRs3bkRQUBBWrlyJlJQUPPXUU00eMzY2FtXV1UhPT4eDgwOys7Mb9GI/bj04efJkXL9+Hdu2bYOnpydSUlLwzDPP4I8//kDHjh3x66+/YsqUKVi2bBmef/55/PDDD1i4cKFWf5OHJSUlIS4uDh9++CGioqJQVFSEo0ePaqT54IMPsGrVKqxatQpz5szBuHHj4O/vj3nz5sHHxwdTpkxBYmIiRo0axe3z008/wd3dHV26dMGpU6cwY8YMfPnll+jfvz/u3bun8fQwn+laP0lM1BNm8EbYk08+2ew3kOnTp2P69OmG/mhBcnFxgUwmg729vUY3b1JSUoNH5Ddt2gRvb29cvHgRAQEBAIAePXpwjaB58+bhww8/ROvWrbmeqQULFiApKQm///67xj3/hQsX4umnnwYAfPHFF/Dy8kJKSgrGjBmD5cuXY9y4cdw4tY4dO+LTTz/F4MGDkZSUxE1A+tRTT+Hdd9/VKE/9Bln79u3xz3/+E9u3b8d7770HOzs7ODo6QiKR6N2lvWTJEi7fZWVlWLVqFX7++WeEhYUBUE1C+Msvv2D9+vV6NcKio6MxduxYJCQk6JU/UseGZz1h9YdLREdHc9vT0tK0uhXzKAkJCUhISBDcepB5eXmora3F888/z32R7tatG/f+ihUrMGfOHLz88ssAgI8++ggHDx7E6tWrdbqGampq8Nlnn6FDhw4AgLfeeov7Ugqo5pucN28eN0H4Z599hv37H92AzcnJwQsvvMDl19/fv0Gax6kHb968ia1bt+LGjRvw9PQEoFoN5ocffsDmzZuxbNkyrFmzBpGRkZg7dy4AcJOUq3sLdbF06VL885//xMyZM7ltD98Zmjx5MsaMGQNAdVciLCwM//d//4fIyEgAwMyZMzF58mSNffbs2cOd/zk5OXBwcMDIkSPh5OQEX19f9OrVS+e8WgL1PIbGfjqSl2tH6kPfSs5OKkb2kkgj5erRn/s4Tp8+jYMHDzY6/ujKlStcI6x79+7cdrFYjFatWmlUkupv+AUFBRrHUDdaANWElJ06dcL58+e5z758+TL3LRRQ3TpRL7uiHqgcEhLSIG87d+7E6tWrcfnyZZSWlqK2ttag42Tqf2Z2djYqKyu5SlSturpa74rjueeeQ0pKCo4cOaKx1BbRnbonzJTj40pLS3H58mXud/VwiZYtW8LHxwdxcXEYP348QkJCEBYWhg0bNhhkuIQ+PfXmqpvUn62NHj16YOjQoejWrRsiIyMRERGBF198ES1atEBxcTFu3bqF8PBwjX3Cw8Px22+/6ZQfe3t7rgEGAB4eHlydVVRUhLy8PI06SyKRICQk5JHn1owZM/CPf/wDBw4cwLBhw/DCCy9o1JfA49WDZ8+eBWOMq4vVqqqquLFc58+f12jwqz9T10ZYQUEBbt261ezsAPXLp677H/5/UFlZieLiYjg7O4Mxhm+//Rbbtm0DADz99NPw9fWFv78/nnnmGTzzzDOIjo4W5AoPdT1hFnY70lz0vR0pEom06nbnG6VSiVGjRuGjjz5q8J6HhweUSiUqKytRXl4OpVLJ3TYTiUSQSqVcWm5cjhYnWv20b775JmbMmNEgjY+PD/f64fX0jh8/jpdffhmLFy9GZGQkXFxcsG3bNqxcufKRn6vOe/0KVT2O7GH1P1Ndpn379qFdu3Ya6fRdamb9+vWYM2cOoqKisG/fPp1605RKJa5fvw6FQiHIgfkVFRXcahnff/99s6sC1I0JM3rWOOYaLqEPS6ibxGIx0tLSkJGRgQMHDmDt2rWYP38+fv31V66h0dQYu6tXr3K3fpu7tuvXWepjPu41NG3aNERGRmLfvn04cOAA4uPjsXLlSrz99tuP3E/bevD333+HWCzG6dOnG4wDVX95NlQ9oO0KHI3V/eptSqWSGw+mfqjpxIkTqK6uxoABAwCohpOcOXMGhw4dwoEDB7BgwQIsWrQIJ0+efOS0Gnyga/1UNyaMesKsnkwma9DD17t3b+zatQvt27eHRNIwjAqFAjU1NXpPh3D8+HGuQXX//n1cvHgRnTt35j773LlzeOKJJ3Q65tGjR+Hr64v58+dz2/766y+NNI2VtU2bNgBUtz7UPViPmptJLSgoCHK5HDk5OXrdemyMenCrWCzG8OHDsW/fPjz55JNa7csYw7179wAId9miw4cPc6+bUzcmzHStMBouYXgikQjh4eEIDw/HggUL4Ovri5SUFMTFxcHT0xO//PILt2YfoBpXGRoainv37nGNk7y8PLRo0QKAdtd2fS4uLvDw8MDx48e5z6mtrcXp06fRu3fvR+7r7e2NmJgYxMTEYN68efj88881GmGPUw/26tULCoUCBQUFTfaaBwUF4fjx4xrbHv5dG05OTmjfvj1++uknjS8ZumCMoaSkhHsNqG5FjhgxQqMRKZFIMGzYMAwbNgwLFy6Eq6srfv755ybn3uMLXesnsdg08xgKphEm1DEXgGrs1K+//orr16/D0dERLVu2RGxsLD7//HO88sormD17Nlq3bo3Lly9j27Zt+PzzzyESiSCXy+Hk5KTX7OxLlixBq1at4Obmhvnz56N169bcxIdz5sxBv379EBsbi9dffx0ODg44f/480tLSsHbt2iaP+cQTTyAnJwfbtm1DaGgo9u3bh5SUlAZlVd8i8vLygpOTE+zs7NCvXz98+OGHaN++PQoLCzXGljXFyckJ7777Lt555x0olUoMGDAAxcXFyMjIgKOjIyZOnKjz3wVQ/dNJTEyEWCzGiBEj8O233z5yAHD9/by9vVFTU0Mzp6P+mDAzZ4To7ddff8VPP/2EiIgItG3bFr/++ivu3LnDDUmYPXs2Fi5ciA4dOqBnz57YvHkzsrKy8OWXX8LV1RXu7u7w9vbGokWLsHTpUly6dKnZnvHGzJw5Ex9++CE6duyIwMBArFq1qtlB/7NmzUJUVBQCAgJw//59/Pzzzw3mfHucejAgIACvvvoqJkyYgJUrV6JXr14oLCzEzz//jG7dumH48OGYMWMG+vfvj48//hijR4/GgQMH9BoPBqjmWIyJiUHbtm0RFRWFkpISHD16tNmePTWRSMR94VX/z9i7dy8WL17Mpfnuu+9w9epVDBo0CC1atEBqaiqUSiU6deqkV575TPz338DYyxaBCUxRUREDwIqKihq8V1FRwbKzs1lFRYUZcqa/P//8k/Xr14/Z2dkxAOzatWuMMcYuXrzIoqOjmaurK7Ozs2OdO3dms2bNYkqlkjHG2ODBg9nMmTM1juXr68s++eQTjW0AWEpKCmOMsYMHDzIA7Ntvv2VdunRhMpmMhYaGsqysLI19Tpw4wZ5++mnm6OjIHBwcWPfu3dm///3vR34OY4zNnj2btWrVijk6OrKxY8eyTz75hLm4uHDvV1ZWshdeeIG5uroyAGzz5s2MMcays7O5v0HPnj3ZgQMHGAB28OBBjXzfv39f4/OUSiVbs2YN69SpE5NKpaxNmzYsMjKSHT58uMm/d2N5b+r4M2bMYHZ2diwtLY3btnDhQtajR48mj2+p52FzSktLGVSzfrHS0tJm07/6+XHmO+c79k3mDa2O/6hrm+/WrVvHAgMDWUBAgKDqp+zsbBYZGcnatGnD5HI5CwgIYGvXruXeVygUbPHixaxdu3ZMKpWyHj16sO+//17jGL/88gvr1q0bs7W1ZQMHDmQ7duzQqOc2b96sUUcwxlhKSgqr/++rpqaGzZw5kzk7OzNXV1cWFxfHJkyYwJ577rkm8/7WW2+xDh06MLlcztq0acPGjx/PCgsLGWOGqwerq6vZggULWPv27ZlUKmXu7u4sOjqa/f7771yajRs3Mi8vL2ZnZ8dGjRrFVqxY0aC89V27do0BYJmZmQ3e++yzz7i6zsPDg7399tvce/Xr+aaOU7+eu3z5MpPL5aykpIR7/8iRI2zw4MGsRYsWzM7OjnXv3p1t3769QT4e/qz6zHWe61o/PbXiIPOd8x07dqVQq+PrWz9RI4xoaKqxYU2aakBqixph2lVyr/1H1QjbfSZXq+NbciNMjeony8DnevBRjTBDWrlyJYuKitJrXyE0wp5edYj5zvmOHb10R6vj61s/WfcqnQLGGENVVRWqqqoEOQjc2ObMmQNHR0cUFRVpvU9OTg4cHR01pg2pTx2T6upqignqD3A2c0aIyVH99Pj69+9v0JVmHo6Jl5cX5s2bp9MxYmJimlwxxNKI/34gzOLmCTMXIY8J04dSqeRmd+7Vq5egZ2k3tMOHD3NPaDk5OWm9n6enJzeouLGnL+vHRIgD83VljoH5hB+oftKfl5cXLl26BED/p7wb83BM1POJ6WLJkiXc3JAeHh4Gy5s5/D1NGA3M15a+U1QImS6zuatp8/SY0Ok7HYFEImn2iVEbGxtB/311mS9IzLPJWolp6VM/mQqf60Ft6hl9PW5M2rZti7Zt2xooN4anV/1EPWFEH2KxuNnHs4lpqWMi5GWL6q+b1xzp3181q408Dw/hH6qf+EfoMdG1flLPmF9da9zxEvz9KmJEfP2GQ6wDnX8qLRxUk0TevF9h5pwYX0JCAoKCghosI9MYOj+IkFnK+d3CXlU/3S9vfGJwQ7GqnjD1zMDl5eU0JoeYTXl5OYCGs4Bbm+HdPNDO1Q5DOvP39oWhaDNcguonYg2qq6sBgPfjAKN7eSG0fUv08nE16ucIphGmzcB8sVgMV1dXbs0xe3t7vSYytQT1l6Dw8PDg9fgLa6FQKHDjxg3cu3cPXl5evK+EdFVZWcktoLxr1y5uIfemDOzYBgM7tjFF1iwC1U/EnEwRE6VSiTt37sDe3r7RlV6MSdf6aUR30zxYIGKW0jeoJfU3zaKiokYXhmaMIT8/v9nZlC2dUqlEbm4uANXSHFTJmZ9SqcTly5exd+9erFmzRjCPcquVlZVxZSotLW2wdujjau7atgRUP6lQ/cQ/poqJjY0N/Pz8IJPJjHL8pvC1fhJMT5i2RCIRPDw80LZt2yYXgRaC6upqpKWlAVDNJ2PqE540VFNTg2+//Rb+/v4UD9Ioqp+IuZgqJjKZjBrd9VhdTxghxDj4+k2TT4RQBkIsEV/rJ2qOEkKIkenydCQhxHpQI0ygGGO4c+cO7ty5YzGPBAsdxcR6xcbGIjs7GydPnjR3VniBrgX+oZiYh9WNCbMW5eXl3MzFxuh6JbqjmBCiQtcC/1BMzEMwjTD1FBW1tbUAVPdnrVn9mYGLi4tpTU0eEHpMjF0+9TVtyd/S1Xmn+knY14IlEnpM+Fo/CW5g/o0bN+Dt7W3ubBBCjCQ3NxdeXl7mzoZeqH4iRNh0rZ8E1whTKpW4desWnJycmp3osLi4GN7e3sjNzRXkk0pUPstG5dPEGENJSQk8PT0t9hF3qp/qUPksG5VPk771k2BuR6rZ2Njo/C3Z2dlZkCeRGpXPslH56jS15I+loPqpISqfZaPy1dGnfrLMr5OEEEIIIRaOGmGEEEIIIWZg1Y0wuVyOhQsXQi6XmzsrRkHls2xUPusm9L8Plc+yUfkMQ3AD8wkhhBBCLIFV94QRQgghhJgLNcIIIYQQQsyAGmGEEEIIIWZAjTBCCCGEEDMQXCMsMTERfn5+sLW1RXBwMI4cOfLI9IcPH0ZwcDBsbW3h7++Pzz77rEGaXbt2ISgoCHK5HEFBQUhJSTFW9pulS/l2796Np59+Gm3atIGzszPCwsKwf/9+jTTJyckQiUQNfiorK41dlEbpUr5Dhw41mvcLFy5opLPU+E2aNKnR8nXp0oVLw5f4paenY9SoUfD09IRIJMI333zT7D6Wdu0ZAtVPdah+UrHU+FH9ZKDYMQHZtm0bk0ql7PPPP2fZ2dls5syZzMHBgf3111+Npr969Sqzt7dnM2fOZNnZ2ezzzz9nUqmU7dy5k0uTkZHBxGIxW7ZsGTt//jxbtmwZk0gk7Pjx46YqFkfX8s2cOZN99NFH7MSJE+zixYts3rx5TCqVsjNnznBpNm/ezJydnVleXp7GjznoWr6DBw8yAOzPP//UyHttbS2XxpLj9+DBA41y5ebmspYtW7KFCxdyafgSv9TUVDZ//ny2a9cuBoClpKQ8Mr2lXXuGQPWTJqqfLDt+VD8ZJnaCaoT16dOHxcTEaGzr3Lkzmzt3bqPp33vvPda5c2eNbW+++Sbr168f9/uYMWPYM888o5EmMjKSvfzyywbKtfZ0LV9jgoKC2OLFi7nfN2/ezFxcXAyVxceia/nUldz9+/ebPKaQ4peSksJEIhG7fv06t41P8VPTppKztGvPEKh+ah7VT5YbP6qf9IudYG5HVldX4/Tp04iIiNDYHhERgYyMjEb3OXbsWIP0kZGROHXqFGpqah6ZpqljGos+5XuYUqlESUkJWrZsqbG9tLQUvr6+8PLywsiRI5GZmWmwfGvrccrXq1cveHh4YOjQoTh48KDGe0KK38aNGzFs2DD4+vpqbOdD/HRlSdeeIVD91Dyqn1QsNX5UP+kXO8E0wgoLC6FQKODm5qax3c3NDfn5+Y3uk5+f32j62tpaFBYWPjJNU8c0Fn3K97CVK1eirKwMY8aM4bZ17twZycnJ2Lt3L7Zu3QpbW1uEh4fj0qVLBs1/c/Qpn4eHBzZs2IBdu3Zh9+7d6NSpE4YOHYr09HQujVDil5eXh++//x7Tpk3T2M6X+OnKkq49Q6D6qXlUPzV/TGOh+kmTKa89yeNllX9EIpHG74yxBtuaS//wdl2PaUz65mXr1q1YtGgR9uzZg7Zt23Lb+/Xrh379+nG/h4eHo3fv3li7di0+/fRTw2VcS7qUr1OnTujUqRP3e1hYGHJzc7FixQoMGjRIr2Mam755SU5OhqurK0aPHq2xnW/x04WlXXuGQPVT46h+0u6Yxkb1Ux1TXXuC6Qlr3bo1xGJxg1ZoQUFBg9aqmru7e6PpJRIJWrVq9cg0TR3TWPQpn9r27dsxdepUfP311xg2bNgj09rY2CA0NNTk31Qep3z19evXTyPvQogfYwybNm3C+PHjIZPJHpnWXPHTlSVde4ZA9VPTqH6y7PhR/aSZRtfYCaYRJpPJEBwcjLS0NI3taWlp6N+/f6P7hIWFNUh/4MABhISEQCqVPjJNU8c0Fn3KB6i+YU6aNAn/+9//MGLEiGY/hzGGrKwseHh4PHaedaFv+R6WmZmpkXdLjx+gelT68uXLmDp1arOfY6746cqSrj1DoPqpcVQ/WXb8AKqfHk6jc+x0GsbPc+pHbDdu3Miys7PZrFmzmIODA/e0xty5c9n48eO59OrHUN955x2WnZ3NNm7c2OAx1KNHjzKxWMw+/PBDdv78efbhhx+a/RFibcv3v//9j0kkEpaQkKDxePCDBw+4NIsWLWI//PADu3LlCsvMzGSTJ09mEomE/frrr7wv3yeffMJSUlLYxYsX2dmzZ9ncuXMZALZr1y4ujSXHT+21115jffv2bfSYfIlfSUkJy8zMZJmZmQwAW7VqFcvMzOQeb7f0a88QqH6i+onqJ6qfHiaoRhhjjCUkJDBfX18mk8lY79692eHDh7n3Jk6cyAYPHqyR/tChQ6xXr15MJpOx9u3bs6SkpAbH3LFjB+vUqROTSqWsc+fOGheRqelSvsGDBzMADX4mTpzIpZk1axbz8fFhMpmMtWnThkVERLCMjAwTlkiTLuX76KOPWIcOHZitrS1r0aIFGzBgANu3b1+DY1pq/BhTzcVjZ2fHNmzY0Ojx+BI/9eP4TZ1rQrj2DIHqp8Hc71Q/qVhq/Bij+skQsRMx9vdoM0IIIYQQYjKCGRNGCCGEEGJJqBFGCCGEEGIG1AgjhBBCCDEDaoQRQgghhJgBNcIIIYQQQsyAGmGEEEIIIWZAjTBCCCGEEDOgRhghhBBCiBlQI4wQQgghxAyoEUYIIYQQYgbUCCOEEEIIMQNqhBFCCCGEmAE1wgghhBBCzIAaYYQQQgghZkCNMEIIIYQQMzBqIyw9PR2jRo2Cp6cnRCIRvvnmm2b3OXz4MIKDg2Frawt/f3989tlnxswiIYQQQohZGLURVlZWhh49emDdunVapb927RqGDx+OgQMHIjMzE++//z5mzJiBXbt2GTObhBBCCCEmJ2KMMZN8kEiElJQUjB49usk0c+bMwd69e3H+/HluW0xMDH777TccO3as0X2qqqpQVVXF/a5UKnHv3j20atUKIpHIYPknhJgXYwwlJSXw9PSEjY1ljqRQKpW4desWnJycqH4iRED0rZ8kRsyTzo4dO4aIiAiNbZGRkdi4cSNqamoglUob7BMfH4/FixebKouEEDPLzc2Fl5eXubOhl1u3bsHb29vc2SCEGImu9ROvGmH5+flwc3PT2Obm5oba2loUFhbCw8OjwT7z5s1DXFwc93tRURF8fHyQm5sLZ2dno+eZEKKbsrIyeHp6AlA1ShwcHLTar7i4GN7e3nBycjJm9oxKnXeqnwgxLX3rHW3pWz/xqhEGoEEXvfpuaVNd93K5HHK5vMF2Z2dnquQI4SGxWMy9dnZ21rkytOTbeOq8U/1EiGk9br2jLV3rJ14NrHB3d0d+fr7GtoKCAkgkErRq1cpMueK/8vJydOnSBV26dEF5ebm5s0N0QLEj1ojOe/6hmJgHr3rCwsLC8O2332psO3DgAEJCQhodD0ZUGGPIzs7mXhPLQbEj1ojOe/6hmJiHURthpaWluHz5Mvf7tWvXkJWVhZYtW8LHxwfz5s3DzZs38d///heA6knIdevWIS4uDq+//jqOHTuGjRs3YuvWrcbMpsWztbXFwYMHudfEclhj7KyxzEQTnQP8I/SY8LV8Rp2i4tChQxgyZEiD7RMnTkRycjImTZqE69ev49ChQ9x7hw8fxjvvvINz587B09MTc+bMQUxMjNafWVxcDBcXFxQVFdGYC0IERAjXtrZlUCgUqKmpMWHOiClJpVKNMUrE8ulbP5lsnjBTEUJFTQhpSAjXdnNlYIwhPz8fDx48MH3miEm5urrC3d3doh80IXX0rZ94NSaM6Ke2thbfffcdAGDkyJGQSCislsIaY1dTU4MNGzYAAN544w0a71mPugHWtm1b2NvbC/YfNGMMxcXFAFRPqgm1nI1hjKG8vBwFBQUA0OjUS+Yg9LpI13rn9F/3UFBcha7tXODd0t5o+aKeMAEoKyuDo6MjANU4PGM9eksMzxpjp2+ZhXBtP6oMCoUCFy9eRNu2bQX/NLhCoUBmZiYAoFevXlZ5a+7u3bsoKChAQEAAL8ov9LpI1/JN++IkfjxfgI9e6IaxoT7NHp96wqyYjY0N+vfvz70mloNix1/R0dE4dOgQhg4dip07dwIA/vzzT4wdO5ZL8+eff2Lr1q2PXI5NW+oxYPb2xvvWzRcikYj7h2hNvWD1qeNcU1PDi0YY1UWaTNU9RY0wAbCzs8PRo0fNnQ2iB4odf82YMQNTpkzBF198wW3r1KkTsrKyAKi+Tbdv3x5PP/20QT/XGholNjY26Ny5s7mzYVZ8izPVRZrUbTARjBsnau4SQkgjhgwZ8sglSPbu3YuhQ4cK7rYNIaTeXGlGbitTI4wQIjjp6ekYNWoUPD09IRKJ8M033zRIk5iYCD8/P9ja2iI4OBhHjhzR6TO+/vprjVuThBDhMXZ/JTXCBKCiogKhoaEIDQ1FRUWFubNDdECxM46ysjL06NED69ata/T97du3Y9asWZg/fz4yMzMxcOBAREVFIScnR6vjFxcX4+jRoxg+fPgj01VVVaG4uFjjhwBKpRLZ2dnIzs6GUqk0d3a0smjRIohEIohEIqxevfqRadXpXF1dTZI3Q6C6SJOpnlikRpgAKJVKnDp1CqdOnbKYCo2oUOyMIyoqCkuXLsXzzz/f6PurVq3C1KlTMW3aNAQGBmL16tXw9vZGUlKSVsffs2cPIiMjm515Oz4+Hi4uLtyPt7e3zmURIvU0DeXl5WCMYdGiRejZs6e5s9WsLl26IC8vD2+88cYj0+Xl5TXbUOMbqos0cXcjjTx2jwbmC4BcLufmd5HL5WbODdGFNcbO3GWurq7G6dOnMXfuXI3tERERyMjI0OoYX3/9dbP/iAFg3rx5iIuL434vLi6mhhhUA/OfeOIJ7rW2ampqzDqvnEQigbu7e7Pp3N3d4eLiYoIcGY65r0tj07V8dQPzjYt6wgRAIpFgxIgRGDFihOAm2BM6a4yductcWFgIhUIBNzc3je1ubm7Iz8/nfo+MjMRLL72E1NRUeHl54eTJkwCAoqIinDhxApGRkc1+llwuh7Ozs8aPthhjKK+uNcuPLtNHMsbw8ccfw9/fH3Z2dujRowc3pQegWr5OJBLhp59+QkhICOzt7REeHo7bt2/D1dUVX3zxBRYvXozffvuNu42XnJwMQNUL8dlnn+G5556Dg4MDli5dCgBISkpChw4dIJPJ0KlTJ3z55ZcaeRKJREhKSkJUVBTs7Ozg5+eHHTt2cO8/9dRTeOuttzT2uXv3LuRyOX7++Wetyy4k5r4ujU3f8hn7IVbh/aUJIUQLD99mYIxpbNu/f3+j+7m4uOD27ds6fVZCQgISEhKgUCi03qeiRoGgBY3nwdiyl0TCXqbdv4d//etf2L17N5KSktCxY0ekp6fjtddeQ5s2bTB48GAu3fz587Fy5Uq0adMGMTExmDJlCo4ePYqxY8fi7Nmz+OGHH/Djjz8CgEYv0sKFCxEfH49PPvkEYrEYKSkpmDlzJlavXo1hw4bhu+++w+TJk+Hl5aWxVvH//d//4cMPP8SaNWvw5Zdf4pVXXkHXrl0RGBiIadOm4a233sLKlSu5XpEtW7bA09Oz0fWOifUx1Tz21BMmAAqFAmlpaUhLS9OpkifmZ42xq6mpQXJyMpKTk82ySHXr1q0hFos1er0AoKCgoEHvmKHExsYiOzub600TirKyMqxatQqbNm1CZGQk/P39MWnSJLz22mtYv369Rtp///vfGDx4MIKCgjBnzhxkZGSgoKAAtra2cHR05G71ubu7w87Ojttv3LhxmDJlCvz9/eHr64sVK1Zg0qRJmD59OgICAhAXF4fnn38eK1as0Pi8l156CdOmTUNAQAA++OADhISEYO3atQCAF154ASKRCHv27OHSb968GZMmTeLd/F2mIvS6SN96h3rCSLMqKysREREBQJjLTQiZNcauuroakydPBqD6R2nqMT4ymQzBwcFIS0tDdHQ0tz0tLQ3PPfecUT5Tn54wO6kY2Uuav+VpDHZS7WZwz87ORmVlZYMJa6urq9GrVy+Nbd27d+deqxu7J06cQFRU1CM/IyQkROP38+fPNxiPFx4ejjVr1mhsCwsLa/C7eqJduVyO1157DZs2bcKYMWOQlZWF3377rdGpTB4lJiYGX331Ffd7aWmpTvvzidDrIl3rnbppwmhgPmmGjY0NevTowb0mloNiZxylpaW4fPky9/u1a9eQlZWFli1bwsfHB3FxcRg/fjxCQkIQFhaGDRs2ICcnBzExMUbJT2xsLGJjY7n15bQhEom0viVoLuqn6Pbt24d27dppvPfw4Of6//TU57pMJmu256mxxkBzt5KbUj/NtGnT0LNnT9y4cQObNm3C0KFD4evr2+wx6luyZAneffddnfbhK6qLGkc9YaRZdnZ23Dc8YlkodsZx6tQpjbE96icUJ06ciOTkZIwdOxZ3797FkiVLkJeXh65duyI1NVXnf8LWLigoCHK5HDk5ORrjv5qj/icfEBAAGxsbyGQyrXsJAwMD8csvv2DChAnctoyMDAQGBmqkO378uEaa48ePa/TOdevWDSEhIfj888/xv//9j7tVqYu2bduibdu2Ou/HR1QXaWImmimMGmGEEMF58sknmx1YO336dEyfPt1EORImJycnvPvuu3jnnXegVCoxYMAAFBcXIyMjA46Ojpg4caJWx2nfvj3XW+nl5QUnJ6cmpxGYPXs2xowZg969e2Po0KH49ttvsXv3bm5Qv9qOHTsQEhKCAQMGYMuWLThx4gQ2btyokUY9QN/e3l7j1jQhplrAm/ocCSHEyBISEhAUFITQ0FBzZ8XgPvjgAyxYsADx8fEIDAxEZGQkvv32W/j5+Wl9jBdeeAHPPPMMhgwZgjZt2mDr1q1Nph09ejTWrFmD5cuXo0uXLli/fj02b96MJ598UiPd4sWLsW3bNnTv3h1ffPEFtmzZgqCgII00r7zyCiQSCcaNG9fsxLvEutBkrURrFRUV3ODW77//XuPJIsJvFDvroM+YMEshEokwY8YMzJgxo9H3G+uV7N69Oy5cuICqqioolUrI5XKNucXUmurN/Mc//oF//OMfj8yXp6cnDhw48Mg09+/fR2VlJaZOnfrIdNaA6iLzoEaYACiVShw+fJh7TSwHxY5YI8YYSkpKuNemVlNTg7y8PMydOxf9+vVD7969tdrvjz/+gKOjIz7++ONH3sp2dHREbW2tRfWuUV2kST0mzNgTllAjTADkcjm+/vpr7jWxHNYYO2sssz5TVAiZjY0N/P39udemdvToUQwZMgQBAQGN9sA1ZsaMGXjttdcAAG3atHlkWvUAd7FYu6k++EDo16Wu5au7HWnMXAEiZo6vIUak7u4vKirSaYkQQgi/CeHaflQZKisrce3aNfj5+VlUDwrRD8Wb38asP4YT1+4hYVxvjOju0Wx6fesnGphPCCGEEGIGdDtSABQKBY4fPw4A6Nevn0V1gVs7a4xdbW0tUlJSAADR0dGCXCz4cQjs5kSjGGMoKysDoJqM1RqXCuJbnIVeF+lc75jodiTVfgJQWVmJAQMGABDmchNCZo2xq6qqwpgxYwCoykyNMBX1jPLl5eWCfzJNqVTiwoULAIBevXoJ7h++NsrLywHA5Mt2NUXodZGu9Q4NzCdaE4lEeOKJJ7jXxHJQ7KyDNgPzxWIxXF1dUVBQAACwt7cX7DmhUCggk8kAqP75W1MjjDGG8vJyFBQUwNXVlTdlp7pIk6kG5lMjTADs7e1x6dIlc2eD6IFiZx20nSfM3d0dALiGmJCpe4BycnLMnBPzcHV15eLNB1QXmQc1wgghhCdEIhE8PDzQtm1b1NTUmDs7xEikUilvesBI4+pG7NGM+YQQYlXEYjH9kybEjNQPThj7diRNUSEAlZWVGDFiBEaMGIHKykpzZ4fogGJHrBGd9/xDMdGk7gkz9ug4ozfCEhMTucnogoODceTIkUem37JlC3r06AF7e3t4eHhg8uTJuHv3rrGzadEUCgVSU1ORmppKM3JbGIqddRDyAt76oPOefygm5mHU25Hbt2/HrFmzkJiYiPDwcKxfvx5RUVHIzs6Gj49Pg/S//PILJkyYgE8++QSjRo3CzZs3ERMTg2nTpnHze5CGZDIZNm/ezL0mlsMaY2eNZRbyAt76sMZzgO+EHhNdy1f3dKRx+8KMumxR37590bt3byQlJXHbAgMDMXr0aMTHxzdIv2LFCiQlJeHKlSvctrVr1+Ljjz9Gbm6uVp8phKVNCCENCeHaFkIZCLEGzyUcxW+5D/CfCSEYFuTWbHreLVtUXV2N06dPIyIiQmN7REQEMjIyGt2nf//+uHHjBlJTU8EYw+3bt7Fz506MGDGiyc+pqqpCcXGxxg8hhBBCiN5MtKKB0RphhYWFUCgUcHPTbEG6ubkhPz+/0X369++PLVu2YOzYsZDJZHB3d4erqyvWrl3b5OfEx8fDxcWF+/H29jZoOSyBQqFAVlYWsrKy6F6+hbHG2NXW1mLfvn3Yt28famtrzZ0dYgbWeN7zndBjom+9Y/GTtT58P5Ux1uQ91uzsbMyYMQMLFixAZGQk8vLyMHv2bMTExGDjxo2N7jNv3jzExcVxvxcXF1tdQ6yyshK9evUCIMzlJoTMGmNXVVWFkSNHAqBli6yVNZ73fCf0mOha73BPR1pqI6x169YQi8UNer0KCgoa9I6pxcfHIzw8HLNnzwYAdO/eHQ4ODhg4cCCWLl0KDw+PBvvI5XLI5XLDF8CCiEQieHp6cq+J5aDYEWtE5z3/UEw0cQPzLXWyVplMhuDgYKSlpSE6OprbnpaWhueee67RfcrLyxu0TtUTFvJtxXk+sbe3x82bN82dDaIHip110GbtSGtC5z3/UEw0MVj4mDAAiIuLw3/+8x9s2rQJ58+fxzvvvIOcnBzExMQAUN1KnDBhApd+1KhR2L17N5KSknD16lUcPXoUM2bMQJ8+fbgWOiGEWJrY2FhkZ2fj5MmT5s4KIUQXlno7EgDGjh2Lu3fvYsmSJcjLy0PXrl2RmpoKX19fAEBeXp7G4q2TJk1CSUkJ1q1bh3/+859wdXXFU089hY8++siY2SSEEEII4dTdjjQuo4+InT59OqZPn97oe8nJyQ22vf3223j77beNnCthqaysxPjx4wEAX375JWxtbc2cI6Itih2xRnTe8w/FRJOpJmultSMFQKFQYOfOndi5cyeNObEwFDtijei85x+KiSZTjUKnZ8MFQCaTYd26ddxrYjmsMXbWWGaiic4B/hF6TPQtn7FvRxp12SJzoGVBCBEmIVzbQigDIdbgmdXpuJBfgi+n9sHAjm2aTc+7ZYsIIYQQQiyZxc4TRkxHqVRyi5536NABNjbUtrYU1hg7hUKBI0eOAAAGDhzIzQVIrIc1nvd8J/SY6FrvmOoeITXCBKCiogIBAQEAhLnchJBZY+wqKysxZMgQANZTZqLJGs97vhN6TPStdyx22SJiWi4uLubOAtETxU74aMb8hui85x+KSR31jPkWP08YMT4HBwc8ePDA3NkgeqDYWYfY2FjExsZyg3etHZ33/EMx0WSq25HCuulLCCGEEPKYuDaYkbvCqBFGCCGEEFKPevYuYz8dSY0wAaiqqsKkSZMwadIkVFVVmTs7RAcUO2KN6LznH4pJ44w9MJ8maxWAsrIyODo6AhDmUy1CZo2x07fMQri2hVAGQ7DG857vhB4TXcv31MpDuHqnDNve6Id+/q2aPb6+1zYNzBcAqVSKjz/+mHtNLIc1xs4ay0w00TnAP0KPic7lUy/gbcQ8AdQTRgixEEK4toVQBkKswZAVh3CtsAxfvxmGPn4tm01PyxYRQgghhBjAtcIyAEBljXHn9qNGmAAolUrcvHkTN2/ehFKpNHd2iA6sMXYKhQInT57EyZMnafJSK2WN5z3fCT0m+tY7B/8sMGKuaEyYIFRUVMDLywuAMAdUCpk1xq6yshJ9+vQBYD1lJpqs8bznO6HHRN96Ryo2bl8V9YQJhEQigURCbWpLRLHjp+joaLRo0QIvvviixvZr165hyJAhCAoKQrdu3VBWVmamHFo2Ou/5h2LSkMSG5gkjzXBwcEBNTQ1qamoE9+1F6Ch2/DVjxgz897//bbB90qRJWLJkCbKzs3H48GHI5XIz5M6y0XnPPxSTOvWfV6RGGCGEmMGQIUPg5OSkse3cuXOQSqUYOHAgAKBly5bUc0CIwCiUdY0wG2qEEUKIbtLT0zFq1Ch4enpCJBLhm2++aZAmMTERfn5+sLW1RXBwMI4cOdLscS9dugRHR0c8++yz6N27N5YtW2aE3BNCzKm2XiPM3dnWqJ9FjTABqKqqQmxsLGJjY2m5CQtDsTOOsrIy9OjRA+vWrWv0/e3bt2PWrFmYP38+MjMzMXDgQERFRSEnJ+eRx62pqcGRI0eQkJCAY8eOIS0tDWlpaU2mr6qqQnFxscYPofOejygmdWoUdU+HPteznVE/ixphAlBbW4vExEQkJiaitrbW3NkhOqDYGUdUVBSWLl2K559/vtH3V61ahalTp2LatGkIDAzE6tWr4e3tjaSkpEce18vLC6GhofD29oZcLsfw4cORlZXVZPr4+Hi4uLhwP97e3o9TLMGg855/KCZ1ahV1PWEyiXGbSTSYQQCkUikWLlzIvSaWwxpjZ+4yV1dX4/Tp05g7d67G9oiICGRkZDxy39DQUNy+fRv379+Hi4sL0tPT8eabbzaZft68eYiLi+N+Ly4upoYYzH8OkIaEHhNdylfz9zxpIhEgNvKYMGqECYBMJsOiRYvMnQ2iB2uMnbnLXFhYCIVCATc3N43tbm5uyM/P536PjIzEmTNnUFZWBi8vL6SkpCA0NBTLli3DoEGDwBhDREQERo4c2eRnyeVyenqyEeY+B0hDQo+JLuVT94RJbYx/s5AaYYQQqyQSaX7DZYxpbNu/f3+j+0VFRSEqKkqnz0pISEBCQgKtEECIBVA3wiRiYy/fTWPCBIExhgcPHuDBgwcQ2HrsgmeNsVMqlTh37hzOnTtnluVRWrduDbFYrNHrBQAFBQUNescMJTY2FtnZ2Th58qRRjm9prPG85zuhx0SXekd9O9LYc4QB1AgThPLycrRo0QItWrRAeXm5ubNDdGCNsauoqEDXrl3RtWtXVFRUmPzzZTIZgoODGzzVmJaWhv79+xvlMxMSEhAUFITQ0FCjHN/SWON5z3dCj4ku9Q53O9LISxYBdDuSECJApaWluHz5Mvf7tWvXkJWVhZYtW8LHxwdxcXEYP348QkJCEBYWhg0bNiAnJwcxMTFGyY/60f/i4mK4uLgY5TMIIYahnqLCFLcjqREmAPb29qiurgYAmr3bwlDsjOPUqVMYMmQI97v6CcWJEyciOTkZY8eOxd27d7FkyRLk5eWha9euSE1Nha+vr7mybFXovOcfikkd9WStEhMMzDf6J+g6K3VVVRXmz58PX19fyOVydOjQAZs2bTJ2Ni2aSCSCVCqFVCptMNiY8BvFzjiefPJJMMYa/CQnJ3Nppk+fjuvXr6OqqgqnT5/GoEGDzJdhK0PnPf9QTOrU/t0TJrX0njD1rNSJiYkIDw/H+vXrERUVhezsbPj4+DS6z5gxY3D79m1s3LgRTzzxBAoKCqx+4jhCiGWjpyMJsRw13NORFt4Tpuus1D/88AMOHz6M1NRUDBs2DO3bt0efPn2MNlhWKKqrqzF79mzMnj2b604mloFiZx3o6UhNdN7zD8WkTq0Jn44UMSM9i1pdXQ17e3vs2LED0dHR3PaZM2ciKysLhw8fbrDP9OnTcfHiRYSEhODLL7+Eg4MDnn32WXzwwQews7Nr9HOqqqo01rlSz0hdVFQEZ2dnwxeMh8rKyuDo6AhANSDZwcHBzDki2rLG2OlbZvWgdku+toVQBkOwxvOe74QeE13Kd/BCASYnn0S3di749u0BWh1f32vbaLcjtZ2Vur6rV6/il19+ga2tLVJSUlBYWIjp06fj3r17TY4Li4+Px+LFiw2ef0silUrx7rvvcq+J5bDG2Fljmel2pCZrPAf4Tugx0aV8pnw60mg9Ybdu3UK7du2QkZGBsLAwbvu///1vfPnll7hw4UKDfSIiInDkyBHk5+dzj3Hv3r0bL774IsrKyhrtDaOeMEKsgxB6kYRQBkKELvWPPEzfcgZ92rfE1zFhze8AHvaE6TMrtYeHB9q1a6cxj05gYCAYY7hx4wY6duzYYB9am40QQgghhmLKnjCjDczXZ1bq8PBw3Lp1C6Wlpdy2ixcvwsbGBl5eXsbKqsVjjKGmpgY1NTWCXG5CyKwxdkqlEtevX8f169fNsmwRMT9rPO/5Tugx0aXeqRXK05FxcXH4z3/+g02bNuH8+fN45513NGalnjdvHiZMmMClHzduHFq1aoXJkycjOzsb6enpmD17NqZMmdLkwHyiWm5CJpNBJpMJcrkJIbPG2FVUVMDPzw9+fn5mWbaImJ81nvd8J/SY6FLvqJ+OlJrg6UijzhPW3KzUeXl5yMnJ4dI7OjoiLS0Nb7/9NkJCQtCqVSuMGTMGS5cuNWY2CSHEqGhgPiGWo26eMAsemG8u1jjwlTGGoqIiAICLi4vVz3ZsSawxdjRFhWWXwRCs8bznO6HHRJd6J/noNSz6NhsjunsgYVxvrY7Pu4H5xHREIhFcXV3NnQ2iB4odsUZ03vMPxaSOeu1IU9yONP6oM0IIIYQQC2HKZYuoJ0wAqqursWzZMgDA+++/D5lMZuYcEW1R7Ig1ovOefygmdUy5gDeNCRMAoS83IWTWGDtrHBNWf2D+xYsXLbIMhmSN5z3fCT0mupRvVdpFfPrTJYzv54sPRnfV6vg0JsyKSSQSTJ8+nXtNLIc1xs4ayxwbG4vY2FiuorZ21ngO8J3QY6JL+WqFsGyRuVjyt2VCSNOEcG0LoQyECN2y1PPYkH4Vbwzyx/vDA7XaR99rmwbmE0IIIYT8jVu2yNInayWEkIcxxlBYWAhAtcas0OYjIoTwjy71jmCWLSKmUVZWBqlUCqlUirKyMnNnh+jAGmNXXl6Otm3bom3btoJcHoU0zxrPe74Tekx0qXcEs2wRMZ3a2lpzZ4HoiWJHrBGd9/xDMVGhecKITuzs7HDjxg3uNbEcFDvrQGtHaqLznn8oJnVMOU8YNcIEwMbGBu3atTN3NogeKHbWgaao0ETnPf9QTOrU/L1skSkG5tOYMEIIIYSQv9XUqucJo9uRRAvV1dVYs2YNAGDmzJlWvdyEpaHYEWtE5z3/UEzqVNSohg3Yy8RG/yyarFUAhL7chJBZY+yscdkiNSGUwRCs8bznO6HHRJfyvfRZBk5ev4+kV3sjqpuHVsenZYusmEQiwcSJE7nXxHJYY+ysscxEE50D/CP0mOhSvvJqVU+YLfWE6Y6+aRIiTEK4toVQBkKE7qmVh3D1Thm2v9EPff1babUPLVtECCGEEPKYKv/uCbMzQU+Y8PocCSG8xhjjZqy2t7enZYsIIUanS71TbsKB+dQTJgBlZWVwdXWFq6urIJebEDJrjF15eTkcHR3h6OhoNcsWJSQkICgoCKGhoebOCi9Y43nPd0KPiS71ToV6TJiUesKIloqKisydBaInip3w0WStDdF5zz8UE0ChZKj6e54wO2qEEW3Y2dnh4sWL3GtiOSh2xBrRec8/FBOVypq6pcXsZcZvIlEjTABsbGzQsWNHc2eD6IFiR6wRnff8QzFRqajXCJNLjD9ii8aEEUIIIYQAKK9SjwezgY0J1o6knjABqKmpwYYNGwAAb7zxBqRSqZlzRLRFsSPWiM57/qGYqDyoqAYAuNqZZtkmmqxVAIS+3ISQWWPsaNkiyy6DIVjjec93Qo+JtuU7fPEOJm46gc7uTvhh1iCtj0/LFlkxsViMF198kXtNLIc1xs4ay0w00TnAP0KPibble1Cu6glrYU89YXqhb5qECJMQrm0hlIEQIUs+eg2Lvs3G8G7uSHw1WOv9aNkiQgghhJDHcL+8BgDgaqKeMGqEEUIIIYQAuM/djjTNgwlGb4QlJibCz88Ptra2CA4OxpEjR7Ta7+jRo5BIJOjZs6dxMygA5eXlaNeuHdq1a2c1y8AIhTXGrqysDCKRCCKRSJDLo5DmWeN5z3dCj4m29U7uPVXZ27namyRfRm2Ebd++HbNmzcL8+fORmZmJgQMHIioqCjk5OY/cr6ioCBMmTMDQoUONmT3BYIzh1q1buHXrFgQ2xE/wKHb8FR0djRYtWnCDedXUXw579uyJadOmmSl3lo3Oe/6hmKj89XcjzLeVaRphRn06ctWqVZg6dSpXUa1evRr79+9HUlIS4uPjm9zvzTffxLhx4yAWi/HNN98YM4uCYGtri8zMTO41sRwUO/6aMWMGpkyZgi+++EJju6urK7KyssyTKYGg855/KCZAda0SN+5VAAB8Wlp4I6y6uhqnT5/G3LlzNbZHREQgIyOjyf02b96MK1eu4KuvvsLSpUub/ZyqqipUVVVxvxcXF+ufaQslFovptq2Fotjx15AhQ3Do0CFzZ0OQ6LznH4oJcOr6PVQrlGjtKEM7V9Osn2m025GFhYVQKBRwc3PT2O7m5ob8/PxG97l06RLmzp2LLVu2QCLRrn0YHx8PFxcX7sfb2/ux804IsWzp6ekYNWoUPD09IRKJGu1R13e8anFxMYKDgzFgwAAcPnzYwDknhJhDSWUN4r+/AAAY2tnNJEsWASYYmC8SaRaEMdZgGwAoFAqMGzcOixcvRkBAgNbHnzdvHoqKirif3Nzcx86zpampqUFycjKSk5NRU1Nj7uwQHVDsjKOsrAw9evTAunXrGn1f3/GqAHD9+nWcPn0an332GSZMmPDI3veqqioUFxdr/BA67/nImmNSUFKJlzccxx83i+BqL8XbQ58w3YczI6mqqmJisZjt3r1bY/uMGTPYoEGDGqS/f/8+A8DEYjH3IxKJuG0//fSTVp9bVFTEALCioiKDlMMSlJaWMgAMACstLTV3dogOrDF2+pZZ32sbAEtJSdHY1qdPHxYTE6OxrXPnzmzu3Lka2w4ePMheeOGFJo/9zDPPsJMnTzb5/sKFC7my1v+xpvqpMdZ43vOd0GNSv3z3i4rZg/JqdjG/mP332HUWtuxH5jvnOxb8wQH2x40Heh1f3/rJaGPCZDIZgoODkZaWhujoaG57WloannvuuQbpnZ2d8ccff2hsS0xMxM8//4ydO3fCz8/PWFm1eGKxGMOHD+deE8thjbEzd5n1Ha8KAPfv34e9vT3kcjlu3LiB7Oxs+Pv7N5l+3rx5iIuL434vLi6mIRMw/zlANN0vq8aJy3cR2Gcwyqpq8cJnx1BYwaBQqp6SrP+sZP0HJ9lDT1GyJn7R3J81ur3Bseu9y5o4VmMevs+mvvGmrK2GfYdQMDD0WPIjRBLNyVjbt7LHF1P6wLeVadfMNOrTkXFxcRg/fjxCQkIQFhaGDRs2ICcnBzExMQBUFdTNmzfx3//+FzY2NujatavG/m3btoWtrW2D7USTra0t9u3bZ+5sED1YY+zMXWZtx6tGRkbizJkzKCsrg5eXF1JSUlBTU4M333wTNjY2EIlEWLNmDVq2bNnkZ8nlcsjlcqOVxVKZ+xywdhXVCvx67S7SLxbiyKU7uFRQqnpjyGyIAFy4U/XI/S2TBG1eXKixxUkuQSd3J0R0ccOrfX3hIDf9ctpG/cSxY8fi7t27WLJkCfLy8tC1a1ekpqbC19cXAJCXl6fVGAxCCDG05sar7t+/v9H9Hu6x10ZCQgISEhKgUCh03pcQQygsrcKBc7fxw7l8HL96F9W1So33/ds4oKe3K7p4usC3pT08Xe0gFdddD5qXi+a1U/89kcZ2URPb66dv+lhNfkYTiRr0zDXSbSaX2EAmsYGtVAxbqfl7YWkBb0KIRdD32haJREhJScHo0aMBqG5H2tvbY8eOHRpDJWbOnImsrCyjPvFI9RMxpdvFlfj+jzx8fzYfJ6/fg7Lef3tPF1sMCmiDQQFtEObfCi0cTLNWolDpe22bvu+NGFx5eTl69OgBAPjtt99gb2+aSebI47PG2JWVlaFt27YAgIKCAjg4mHYMhq7jVQ2BesI0WeN5byqlVbX44Ww+UjJvIOPKXY3eoG7tXPBMV3dEBLnhibaOGj1KQo+JueudplAjTAAYY7h8+TL3mlgOa42dsdemKy0t5f6uAHDt2jVkZWWhZcuW8PHxaXa8qqHFxsYiNjaW+7Zs7az1vDeWWoUSR6/cxe4zN3Dg3G1U1NQ19nv7uGJ4Nw9EdnGH9yNmgbeGmPBxTUxqhAmAra0tfvnlF+41sRwUO+M4deoUhgwZwv2ufkJx4sSJSE5Obna8KjEuOu8N48b9cnx9MhfbT+XidnHdYHq/1g6I7tUO0b3aPbLhVR/FxDxoTBghxKTKysrg6OgIQNVjpe1tASFc20IoAzGvWoUSP10owNYTOTh88Q53u7GFvRSjengiulc79PR2bXLwurXSt97RFo0JI4QQnqIxYeRx3bhfju0nc7H9ZC4KSup6vcKfaIVxfXzxdJAbZBKjL4JDDIwaYQJQW1uLlJQUAEB0dLTW624S86PYWQcaE6aJznvtMMZw/Oo9JGdcQ1r2be7pxtaOMrwY7I2XQ73RvrVhenQoJuZBf2UBqKqqwpgxYwCoulnp4rEcFDtijei8f7SKagX2ZN1EcsZ1XMgv4baHP9EKr/b1xbBAw/d6UUzMg/7KAmBjY4PBgwdzr4nlsMbYWWOZ6XakJms8B7Rx80EFvjz2F7adzMGDctUi2nZSMV4IboeJYe3R0c3JaJ8t9JjwtXw0MJ8QYhGEcG0LoQzE8DJz7uPzI1fxw9l87pajd0s7TAxrj5eCveFiLzVvBkmzaGA+IYQQYiGUSoafLhTg8/SrOHH9Hrc9/IlWmNTfD091bguxDT3hKHTUCCOEEEJMpLJGgW8yb+LzI1dx5U4ZAEAqFuG5nu3w+kB/dHI33i1Hwj/UCBOAiooKhIWFAQCOHTsGOzs7M+eIaMsaY1dWVob27dsDAK5fv86b5UOI6Vjjef+gvBpfHf8LyRl/obBUNcWEk60Er/b1xeTw9nBzNu8EqUKPCV/rHWqECYBSqcRvv/3GvSaWw1pjV1hYaO4smBQNzNdkTef9zQcV+Dz9Kr4+lYvyalX8PV1sMWWAH17u4wNHOT/+DVtDTPhY7/Aj+uSx2Nra4sCBA9xrYjkodtaB5gnTZA3n/ZU7pfjs0BWkZN5E7d+j7QM9nPHmIH+M6O4BqZg/T+gB1hETPqJGmACIxWI8/fTT5s4G0QPFjlgjIZ/32beKkXDoMlL/yOOWFOrfoRX+8WQHDHiiNW+XExJyTPiMGmGEEELIYzr9130kHLyMny8UcNuGBbbF9CFPoLdPCzPmjPAZNcIEoLa2Fvv37wcAREZG0kzHFoRiR6yRUM57xhiOXr6LdQcv4fhV1TQTNiJgRHdPTH+yAwI9LGcuOKHExNLQX1kAqqqqMHLkSAC03ISlodhZBxqYr8nSz3ulkuHH87eRcOgKfst9AEA1zcTzvbwQ82QH+BloPUdTsvSYWCr6KwuAjY0NQkJCuNfEclhj7KyxzDQwX5OlngNKJcP+c/lY89Mlbk1HW6kNXg71wRuD/OHparnTOlhqTLTF1/LRskWEEIsghGtbCGWwRkolww/n8vFpvcaXo1yCCWG+mDLAD60d5WbOITE3WraIEEIIMSClkiH1bB7W/nQZf95WNb6c5BJMDm+PKQP84GovM3MOiaWjRhghhBBSj0LJsO+PPKz96RIuFZQCUM1uPzncD1PD/WhBbWIw1AgTgIqKCgwbNgwA8OOPPwpuuQkhs8bYlZeXIygoCACQnZ0Ne3t7M+eImBpfz3uFkuG7329h7c+Xcble42vqAD9MDveDi51wG198jYmh8LXeoUaYACiVSmRkZHCvieWwxtgxxvDXX39xr4n14dt5r1AyfPvbLaz9+RK3qLazrQRTB/hjUnh7QTe+1PgWE0Pja71DjTABkMvlSElJ4V4Ty0Gxsw40RYUmvpz3tQolvv39Ftb+dBlXC1WNLxc7KaYN8MPE8PZwthV+40uNLzGxNvR0JCHEpMrKyuDo6AhANR+Rg4N2cyoJ4doWQhmEoFahxJ6sW1h38DKu/d34crWX4vWB/pgQ5gsnK2p8WQt96x1t0dORhBBCyCPUKpT4JusW1v18CdfvlgMAWthLMW2gPyb2bw9HOf1LJKZFZ5wAKBQKHDlyBAAwcOBAiMViM+eIaItiR6yRqc/7WoUSKZk3se7gZfxVr/H1xqAOGB/mS40vUF1kLnTmCUBlZSWGDBkCwDjdrMR4KHbEGpnqvK9RN75+voyce6rGV0sHGd4Y5I/x/XzhQI0vDtVF5kFnoACIRCLu0VuRSGTm3BBdWGPsrLHMRJOxz4EahRIpZ25i7cFLyL1XAQBo9Xfj6zVqfDVK6NclX8tn9IH5iYmJWL58OfLy8tClSxesXr0aAwcObDTt7t27kZSUhKysLFRVVaFLly5YtGgRIiMjtf48GvhKiDAJ4doWQhn4rEahxK7TN5Bw6DLX+GrtWNf4spdR44sYBy8H5m/fvh2zZs1CYmIiwsPDsX79ekRFRSE7Oxs+Pj4N0qenp+Ppp5/GsmXL4Orqis2bN2PUqFH49ddf0atXL2NmlRBCiIWqrlVi15kbSDh4GTfu1zW+YgZ3wKt9fWEno/FNhJ+M2hPWt29f9O7dG0lJSdy2wMBAjB49GvHx8Vodo0uXLhg7diwWLFigVXr6pkmIMAnh2hZCGfikulaJnadVja+bD9SNLzliBvtT44uYFO96wqqrq3H69GnMnTtXY3tERAQ3K29zlEolSkpK0LJlyybTVFVVoaqqivu9uLhYvwxbsIqKCjz77LMAgL179wpuuQkhs8bYlZeXIzQ0FABw8uRJ3iwfYkw0Waumxz3vq2uV2HE6F4kHr3CNrzZOcsQM7oBxfXyo8aUHoddFfK13jNYIKywshEKhgJubm8Z2Nzc35Ofna3WMlStXoqysDGPGjGkyTXx8PBYvXvxYebV0SqUSP/74I/eaWA5rjB1jDNnZ2dxraxAbG4vY2Fju27K10/e8r6pVYMepG0g8eBm3iioBAG3Vja++PrCVUuNLX0Kvi/ha7xh9lOLDTyEwxrR6MmHr1q1YtGgR9uzZg7Zt2zaZbt68eYiLi+N+Ly4uhre3t/4ZtkByuRxfffUV95pYDoodsUa6nveVNQrsOJWLxENXkFev8fWPJzvglT7U+DIEqovMw2iNsNatW0MsFjfo9SooKGjQO/aw7du3Y+rUqdixYwe3qntT5HK51Z8wEokEr776qrmzQfRAsSPWSCICXu3rDlxKA2xeaTLdg/JqfHnsLyRnXMfdsmoAgJuzHNOffAJjQ72p8WVAVBeZh9EaYTKZDMHBwUhLS0N0dDS3PS0tDc8991yT+23duhVTpkzB1q1bMWLECGNljxBCiCkpFUDOceDsLiB7D1BeqNoeOApoH66R9OaDCvznyFVsP5mL8mrVODqvFnZ4Y5A/xoRQ44sIh1FvR8bFxWH8+PEICQlBWFgYNmzYgJycHMTExABQ3Uq8efMm/vvf/wJQNcAmTJiANWvWoF+/flwvmp2dHY2jeASFQoEzZ84AAHr37k3LTVgQih0RNKUSyD0OnEtRNbxKbwMAFEqGM/edAL/B6G3bEuqz/nxeMTakX8Xe325BoVSN2wnycMabg/0xopsHJGIbMxVE+KguMg+jNsLGjh2Lu3fvYsmSJcjLy0PXrl2RmpoKX19fAEBeXh5ycnK49OvXr0dtbS03iFVt4sSJSE5ONmZWLVplZSX69OkDgJabsDQUOyI4SiWQ+2u9hle9ISm2LkDnkaj0H44+PUYB2Iqi1zfgRPZtfHHsOo5cKuSShj/RCjGDO2DAE615NcO5UFFdZB5GH5g/ffp0TJ8+vdH3Hm5YHTp0yNjZESSRSMQ1bKmysizWGDtrLLPgKZXAjRN1Da+SvLr35C5A5xFAl2jA/0lAIoOovBzePr4or65F1JojuFmqehrPRgREdfNAzKAO6OZFdz9MSejXJV/LZ/Rli0yNJkMkRJiEcG0LoQwcpRK4cbJew+tW3XtyF6Dz8HoNr7qHpy7dLsEXx65j1+mbqKhRjfdysZPi5VBvvNbPF94t+TF/EyG64N1krYQQQgRGqQRunqpreBXfrHtP7gx0+rvh1WGIRsOrqlaB/eduY9uJHGRcuctt7+TmhEnh7TG6ZzuaYJVYJWqEEUIIaZpSAeSeAM5/+3fD60bdezKnuh6vDk9pNLwA4HJBKbadyMGuMzdwv7wGgOqW49NBbpjU3w/9/Fvy6tYQIaZGjTABqKysxMsvvwwA2LZtG2xtbc2cI6Ita4xdRUUFBg0aBABIT0/n7fIo0dHROHToEIYOHYqdO3dqvFdeXo7AwEC89NJLWLFihZlyaESKGuBauqrhdWEfUFZQ95664RU0WtXwkmqes5U1CqT+kYdtJ3Jx4vo9bruHiy1eCvHGmBAvtLazsbrznu+EXhfxtd6hRpgAKBQK7Nmzh3tNLIc1xk6pVOLUqVPca76aMWMGpkyZgi+++KLBe//+97/Rt29fM+TKiGoqgCs/qxpef6YClUV179m6AAFRQNCzQIehDRpegGp6ie0nc7H7zA0UV9YCAMQ2Igzp1Bbj+npjcEBbiG1UvV5lZWVWd97zndDrIr7WO9QIEwCZTIYNGzZwr4nloNjx15AhQxp9YvvSpUu4cOECRo0ahbNnz5o+Y4ZUWQxcOgCc36uavb6mvO49hzZA55F/T6Y6EJA0PD9LKmvw7W952H4yB7/dqGu0tXO1w8uh3ngpxBvuLg0bbHTe8w/FxDyoESYAUqkUr7/+urmzQfRAsTOO9PR0LF++HKdPn0ZeXh5SUlIwevRojTSJiYlYvnw58vLy0KVLF6xevRoDBw5s9tjvvvsuli9fjoyMDCPl3sjK7qp6us5/C1w9CCiq695z8VY1ugJHAd59AZuGg+UZYziTcx/bTuTiu9/zuCccpWIRIoLcMSbUGwOfaA0bm6bHetF5zz8UE/OgRhghRHDKysrQo0cPTJ48GS+88EKD97dv345Zs2YhMTER4eHhWL9+PaKiopCdnQ0fH58mj7tnzx4EBAQgICDAshphxbeA89+perz+OgqwerdjWnVU3WYMHAV49ASaGCh/r6wau8/cwPaTubhUUMpt79DGAS+H+uD53u3QytG61/ElRFfUCBMApVKJ8+fPAwACAwNhY0NLe1gKip1xREVFISoqqsn3V61ahalTp2LatGkAgNWrV2P//v1ISkpCfHx8k/sdP34c27Ztw44dO1BaWoqamho4OztjwYIFjaavqqpCVVUV93txcbGeJdIRY0DBeeDPfcCFVODWGc333bsDgX83vNp2bvIwSiXD0SuF2HYyFwfO5aNGoZpW0lZqg5HdPfFyqDeCfVvo/IQjnff8QzExD2qECUBFRQW6du0KgJabsDQUO9Orrq7G6dOnMXfuXI3tERERzfZuxcfHc4205ORknD17tskGmDr94sWLHz/T2lDUqtZpvJCqanzdv675vnffvxteI4EW7R95qLyiCuw8dQPbT+Xixv0Kbnu3di4YG+qNZ3t6wtlWqndW6bznH4qJeVAjTCBat25t7iwQPVlj7MxZ5sLCQigUCri5uWlsd3NzQ35+3TqHkZGROHPmDMrKyuDl5YWUlBSEhobq9Fnz5s1DXFwc93txcTG8vb0frwD1VZUCV35SNbwu7Qcq7te9J5arZqvvPBwIeAZwcm/2cKf/uocN6VeRln0bf6+fDSdbCaJ7tcOYEG90bWe4pYSs8bznO6HHhI/lo0aYADg4OODOnTvmzgbRgzXGji9lfvgWGmNMY9v+/fsfuf+kSZOa/Qy5XA65XI6EhAQkJCQY5tH/knzVwPo/vweuHgYUdbc7YddC1eDqNFw1h5fcsdnDKZQMadn52JB+FWdyHnDb+/i1xCt9vBHV1QO2UsPOZs+Xc4DUEXpM+Fo+aoQRQqxK69atIRaLNXq9AKCgoKBB75ihxMbGIjY2lltfTieMAXcuqCZN/TMVuHla8/0WfqoFsjsNV91yFGtXrVfXKrHrzA18dvgK/rqrmppCJrZBdK92mDbQDx3dnHTLJyFEZ9QII4RYFZlMhuDgYKSlpSE6OprbnpaWhueee86MOatHqQByjql6uy7sA+5f03y/XbCq0dV5BNCmc5NPNDamRqHErtM3sO7gZW68l6u9FOP7+WJ8mC/aOglrpnRC+IwaYQJQWVmJqVOnAgA2btwouOUmhMwaY1dRUcE9ufj9998bZfmQ0tJSXL58mfv92rVryMrKQsuWLeHj44O4uDiMHz8eISEhCAsLw4YNG5CTk4OYmBiD5wWA7rcjlQpg6ytA1d9PU4rlgP9gVcMr4BnA2UPnPNQqlNideRNrf76E3HuqxlcbJzliBnfAK328YS8z3b8Dazzv+U7oMTFFvaMPEWOMmTsThqTu7i8qKoKzs7O5s2MSZWVlcHRUjf2gp1osizXGTt8y63JtHzp0CEOGDGmwfeLEiUhOTgagmqz1448/Rl5eHrp27YpPPvmEW1vOWHSqn76LA6rLVAPrOwzVanxXY5RKhm9/v4VP0i7i+t+3HVs7yhEz2B+v9fM1+HgvbVjjec93Qo+Jscunb9uDesIEQCaT4ZNPPuFeE8tBsTOOJ598Es19v5w+fTqmT59uohzpYeSqx9qdMYYD2bex6sBF/Hm7BADQykGGmMEd8Fo/X9jJTN/4UqPznn8oJuZBPWGEEJMyRU8Y39S/HXnx4kWjloExhvRLhVh54E/8/vd6jk62Erw5yB+Tw/3gIKfv3sT6UE8YIYRYqcd6OlIHJ67dw4r9f+LE9XsAAHuZGFPC/fD6QH+42Os/uSohxDioESYASqUSOTk5AAAfHx9absKCUOyIIfx+4wFWHLiI9IuqeZBkEhuM7+eLfzzZAa15uJ4jnff8QzExD2qECUBFRQX8/PwACHNApZBR7Mjj+DO/BKvS/sT+c7cBABIbEcaEeuPtp56Ahws/nv5qDJ33/EMxMQ9qhAmEvb29ubNA9GSNsbO2MhtyxvzqWiV+vlCAnadv4KcLt8EYYCMCRvdqh1lDA+DTyjL+ttZ2DlgCoceEj+WjgfmEEIsghGtblzIolQwVNQoUV9Yg5245Lt4uwbGrd3H08l0UVdRw6YZ3c8c7wwJohntCzIgG5hNCiID0//Bn5BdXNvpeWyc5onu1w4vBXtT4IsSCUSOMEEJ4SD2Pl40IaNfCDv6tHRHs2wLhT7RGDy8XSMQ0cJoQS0eNMAGoqqrCW2+9BQBYt24d5HL+PQ1FGmeNsausrMQLL7wAANi1a5fglkdpjD5jwlKm94dcIoat1AYiHdaGtATWeN7zndBjwtd6h8aECYDQl5sQMmuMnTVO1qomhDIYgjWe93wn9JjQZK3EaKRSKZYuXcq9JpaDYkesEZ33/EMxMQ/qCSOEmBT1hFl2GQixRHztCTP6yM7ExET4+fnB1tYWwcHBOHLkyCPTHz58GMHBwbC1tYW/vz8+++wzY2eREEIIIcTkjNoI2759O2bNmoX58+cjMzMTAwcORFRUFLc0wsOuXbuG4cOHY+DAgcjMzMT777+PGTNmYNeuXcbMpsVjjOHOnTu4c+cOBNaxKXgUO2KN6LznH4qJeRj1dmTfvn3Ru3dvJCUlcdsCAwMxevRoxMfHN0g/Z84c7N27F+fPn+e2xcTE4LfffsOxY8e0+kxr7O4X+oBKIbPG2Fnj7cj6T0devHjRIstgSNZ43vOd0GPC19uRRhuYX11djdOnT2Pu3Lka2yMiIpCRkdHoPseOHUNERITGtsjISGzcuBE1NTWNDhasqqpCVVUV93tRUREA1R/EWpSVlXGvi4uLDbI0CjENa4ydvmVWX9OW+C09NjYWsbGxKCoqgqurq1XVT42xxvOe74QeE2OXT9/6yWiNsMLCQigUCri5uWlsd3NzQ35+fqP75OfnN5q+trYWhYWF8PDwaLBPfHw8Fi9e3GC7t7f3Y+Tecnl6epo7C0RP1hg7fcp89+5duLi4GCE3xldSUgLAeuunxljjec93Qo+JMctXUlKiU/1k9CkqHp5kkDH2yIkHG0vf2Ha1efPmIS4ujvv9wYMH8PX1RU5OjsVW1MXFxfD29kZubq5F37IQQjmoDPxRVFQEHx8ftGzZ0txZ0Zunpydyc3Ph5OTU7ASsQolbU6h8lo3Kp4kxhpKSEp0beEZrhLVu3RpisbhBr1dBQUGD3i41d3f3RtNLJBK0atWq0X3kcnmjM/u6uLhY/Inh7Oxs8WUAhFEOKgN/2NhY7nI9NjY28PLy0mkfocStKVQ+y0blq6NPx4/RajOZTIbg4GCkpaVpbE9LS0P//v0b3ScsLKxB+gMHDiAkJIQmjyOEEEKIoBj1K2VcXBz+85//YNOmTTh//jzeeecd5OTkICYmBoDqVuKECRO49DExMfjrr78QFxeH8+fPY9OmTdi4cSPeffddY2aTEEIIIcTkjDombOzYsbh79y6WLFmCvLw8dO3aFampqfD19QUA5OXlacwZ5ufnh9TUVLzzzjtISEiAp6cnPv30U27RTW3I5XIsXLjQohcfFUIZAGGUg8rAH0Iph7aEXl4qn2Wj8hmG4JYtIoQQQgixBJY7wpUQQgghxIJRI4wQQgghxAyoEUYIIYQQYgbUCCOEEEIIMQNqhBFCCCGEmIFFNsISExPh5+cHW1tbBAcH48iRI49Mf/jwYQQHB8PW1hb+/v747LPPTJTTpulSht27d+Ppp59GmzZt4OzsjLCwMOzfv9+EuW2arrFQO3r0KCQSCXr27GncDGpB1zJUVVVh/vz58PX1hVwuR4cOHbBp0yYT5bZxupZhy5Yt6NGjB+zt7eHh4YHJkyfj7t27JsptQ+np6Rg1ahQ8PT0hEonwzTffNLsPH6/r5hij7tq1axeCgoIgl8sRFBSElJQUY2W/WYau15KTkyESiRr8VFZWGrsojdKlfIcOHWo07xcuXNBIZ6nxmzRpUqPl69KlC5eGL/EzVv1ikNgxC7Nt2zYmlUrZ559/zrKzs9nMmTOZg4MD++uvvxpNf/XqVWZvb89mzpzJsrOz2eeff86kUinbuXOniXNeR9cyzJw5k3300UfsxIkT7OLFi2zevHlMKpWyM2fOmDjnmnQth9qDBw+Yv78/i4iIYD169DBNZpugTxmeffZZ1rdvX5aWlsauXbvGfv31V3b06FET5lqTrmU4cuQIs7GxYWvWrGFXr15lR44cYV26dGGjR482cc7rpKamsvnz57Ndu3YxACwlJeWR6fl4XTfHGHVXRkYGE4vFbNmyZez8+fNs2bJlTCKRsOPHj5uqWBxj1GubN29mzs7OLC8vT+PHHHQt38GDBxkA9ueff2rkvba2lktjyfF78OCBRrlyc3NZy5Yt2cKFC7k0fImfMeoXQ8XO4hphffr0YTExMRrbOnfuzObOndto+vfee4917txZY9ubb77J+vXrZ7Q8NkfXMjQmKCiILV682NBZ04m+5Rg7diz717/+xRYuXGj2RpiuZfj++++Zi4sLu3v3rimypxVdy7B8+XLm7++vse3TTz9lXl5eRsujLrSpJPl4XTfHGHXXmDFj2DPPPKORJjIykr388ssGyrX2jFGvbd68mbm4uBgqi49F1/KpG2H3799v8phCil9KSgoTiUTs+vXr3DY+xU/NUPWLoWJnUbcjq6urcfr0aURERGhsj4iIQEZGRqP7HDt2rEH6yMhInDp1CjU1NUbLa1P0KcPDlEolSkpK0LJlS2NkUSv6lmPz5s24cuUKFi5caOwsNkufMuzduxchISH4+OOP0a5dOwQEBODdd99FRUWFKbLcgD5l6N+/P27cuIHU1FQwxnD79m3s3LkTI0aMMEWWDYJv13VzjFV3NZVG27rEUIxZr5WWlsLX1xdeXl4YOXIkMjMzDZZvbT1O+Xr16gUPDw8MHToUBw8e1HhPSPHbuHEjhg0bxq2Io8aH+OnKlNeeRTXCCgsLoVAo4ObmprHdzc0N+fn5je6Tn5/faPra2loUFhYaLa9N0acMD1u5ciXKysowZswYY2RRK/qU49KlS5g7dy62bNkCicSoK2ZpRZ8yXL16Fb/88gvOnj2LlJQUrF69Gjt37kRsbKwpstyAPmXo378/tmzZgrFjx0Imk8Hd3R2urq5Yu3atKbJsEHy7rptjrLqrqTTa1iWGYqx6rXPnzkhOTsbevXuxdetW2NraIjw8HJcuXTJo/pujT/k8PDywYcMG7Nq1C7t370anTp0wdOhQpKenc2mEEr+8vDx8//33mDZtmsZ2vsRPV6a89sz/n1APIpFI43fGWINtzaVvbLsp6VoGta1bt2LRokXYs2cP2rZta6zsaU3bcigUCowbNw6LFy9GQECAqbKnFV1ioVQqIRKJsGXLFri4uAAAVq1ahRdffBEJCQmws7Mzen4bo0sZsrOzMWPGDCxYsACRkZHIy8vD7NmzERMTg40bN5oiuwbBx+u6Ocaou/StS4zB0PVav3790K9fP+738PBw9O7dG2vXrsWnn35quIxrSZfyderUCZ06deJ+DwsLQ25uLlasWIFBgwbpdUxj0zcvycnJcHV1xejRozW28y1+ujDVtWdRjbDWrVtDLBY3aGkWFBQ0aJGqubu7N5peIpGgVatWRstrU/Qpg9r27dsxdepU7NixA8OGDTNmNpulazlKSkpw6tQpZGZm4q233gKgatAwxiCRSHDgwAE89dRTJsm7mj6x8PDwQLt27bgGGAAEBgaCMYYbN26gY8eORs3zw/QpQ3x8PMLDwzF7xexSlwAAA7lJREFU9mwAQPfu3eHg4ICBAwdi6dKl8PDwMHq+HxffruvmGKvuaipNc3WJoZmqXrOxsUFoaKjJe1Iep3z19evXD1999RX3uxDixxjDpk2bMH78eMhkskemNVf8dGXKa8+ibkfKZDIEBwcjLS1NY3taWhr69+/f6D5hYWEN0h84cAAhISGQSqVGy2tT9CkDoPqmOGnSJPzvf//jxdgdXcvh7OyMP/74A1lZWdxPTEwMOnXqhKysLPTt29dUWefoE4vw8HDcunULpaWl3LaLFy/CxsYGXl5eRs1vY/QpQ3l5OWxsNC99sVgMoO7bHt/x7bpujrHqrqbSPKouMQZT1WuMMWRlZZn8i4K+5XtYZmamRt4tPX6AaiqHy5cvY+rUqc1+jrnipyuTXns6DePnAfVjtBs3bmTZ2dls1qxZzMHBgXsiY+7cuWz8+PFcevWjpu+88w7Lzs5mGzduNPuj7LqW4X//+x+TSCQsISFB4zHfBw8emKsIjDHdy/EwPjwdqWsZSkpKmJeXF3vxxRfZuXPn2OHDh1nHjh3ZtGnTzFUEncuwefNmJpFIWGJiIrty5Qr75ZdfWEhICOvTp4+5isBKSkpYZmYmy8zMZADYqlWrWGZmJvd4vCVc180xRt119OhRJhaL2YcffsjOnz/PPvzwQ7NPcWDIem3RokXshx9+YFeuXGGZmZls8uTJTCKRsF9//ZX35fvkk09YSkoKu3jxIjt79iybO3cuA8B27drFpbHk+Km99tprrG/fvo0eky/xM0b9YqjYWVwjjDHGEhISmK+vL5PJZKx3797s8OHD3HsTJ05kgwcP1kh/6NAh1qtXLyaTyVj79u1ZUlKSiXPckC5lGDx4MAPQ4GfixImmz/hDdI1FfXxohDGmexnOnz/Phg0bxuzs7JiXlxeLi4tj5eXlJs61Jl3L8Omnn7KgoCBmZ2fHPDw82Kuvvspu3Lhh4lzXUT/O39Q5binXdXOMUXft2LGDderUiUmlUta5c2eNf/KmZuh6bdasWczHx4fJZDLWpk0bFhERwTIyMkxYIk26lO+jjz5iHTp0YLa2tqxFixZswIABbN++fQ2OaanxY0w1V5idnR3bsGFDo8fjS/yMVb8YInYixizk/gMhhBBCiIBY1JgwQgghhBChoEYYIYQQQogZUCOMEEIIIcQMqBFGCCGEEGIG1AgjhBBCCDEDaoQRQgghhJgBNcIIIYQQQsyAGmGEEEIIIWZAjTBCCCGEEDOgRhghhBBCiBlQI4wQQgghxAz+HxyGON6ww9auAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 700x900 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Set boundaries of region\n",
    "ri_core = rf_rad\n",
    "rf_core = 0.0\n",
    "# Get i values and indices\n",
    "di, idxi = find_value(modelS, 'd', ri_core)\n",
    "pi, _    = find_value(modelS, 'p', ri_core)\n",
    "_ , idxf = find_value(modelS, 'd', rf_core)\n",
    "gamma_core = 1.1\n",
    "# Compute average grav. acc.\n",
    "g_core = g_conv\n",
    "\n",
    "# Define initial values\n",
    "di_core = profile_rad['d'][0]\n",
    "pi_core = profile_rad['p'][0]\n",
    "\n",
    "# Get profile\n",
    "profile_core = polytrope(ri_core, rf_core, gamma_core, g_core, di_core, pi_core, orientation='backwards')\n",
    "\n",
    "# Prepare figure\n",
    "fig, axes = plt.subplots(3,2,figsize=(7,9))\n",
    "# Plot density\n",
    "ax = axes[0,0]\n",
    "ax.plot(modelS['r'], modelS['d'], label='density [g/cc]')\n",
    "ax.plot(profile_core['r'], profile_core['d'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot pressure\n",
    "ax = axes[0,1]\n",
    "ax.plot(modelS['r'], modelS['p'], label='pressure [dyn/cm²]')\n",
    "ax.plot(profile_core['r'], profile_core['p'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot temperature\n",
    "ax = axes[1,0]\n",
    "ax.plot(modelS['r'], modelS['T'], label='temperature [K]')\n",
    "ax.plot(profile_core['r'], profile_core['T'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot sound speed\n",
    "ax = axes[1,1]\n",
    "ax.plot(modelS['r'], modelS['c'], label='sound speed [cm/s]')\n",
    "ax.plot(profile_core['r'], profile_core['c'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot entropy\n",
    "ax = axes[2,1]\n",
    "ax.plot(modelS['r'], modelS['s'], label=r'entropy [-]')\n",
    "ax.plot(profile_core['r'], profile_core['s'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "\n",
    "# Boundaries of convection zone\n",
    "for ax in axes.ravel():\n",
    "    ax.axvline(0.25, color='k', linestyle=':')\n",
    "    ax.axvline(0.7, color='k', linestyle=':')\n",
    "    ax.axvline(0.95, color='k', linestyle='--')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4a4f126f-954d-4d7b-ba90-581bae864326",
   "metadata": {
    "tags": []
   },
   "source": [
    "### \"Atmosphere\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "9d159018-d65b-4396-a2a2-d21c494cac66",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x900 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Set boundaries of region\n",
    "ri_atm = rf_conv\n",
    "rf_atm = np.sqrt(2.0)\n",
    "# Get i values and indices\n",
    "di, idxi = find_value(modelS, 'd', ri_atm)\n",
    "pi, _    = find_value(modelS, 'p', ri_atm)\n",
    "_ , idxf = find_value(modelS, 'd', rf_atm)\n",
    "gamma_atm = 0.8\n",
    "# Compute average grav. acc.\n",
    "g_atm = g_conv\n",
    "\n",
    "# Define initial values\n",
    "di_atm = profile_conv['d'][-1]\n",
    "pi_atm = profile_conv['p'][-1]\n",
    "\n",
    "# Get profile\n",
    "profile_atm = polytrope(ri_atm, rf_atm, gamma_atm, g_atm, di_atm, pi_atm)\n",
    "\n",
    "# Prepare figure\n",
    "fig, axes = plt.subplots(3,2,figsize=(7,9))\n",
    "# Plot density\n",
    "ax = axes[0,0]\n",
    "ax.plot(modelS['r'], modelS['d'], label='density [g/cc]')\n",
    "ax.plot(profile_atm['r'], profile_atm['d'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot pressure\n",
    "ax = axes[0,1]\n",
    "ax.plot(modelS['r'], modelS['p'], label='pressure [dyn/cm²]')\n",
    "ax.plot(profile_atm['r'], profile_atm['p'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot temperature\n",
    "ax = axes[1,0]\n",
    "ax.plot(modelS['r'], modelS['T'], label='temperature [K]')\n",
    "ax.plot(profile_atm['r'], profile_atm['T'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot sound speed\n",
    "ax = axes[1,1]\n",
    "ax.plot(modelS['r'], modelS['c'], label='sound speed [cm/s]')\n",
    "ax.plot(profile_atm['r'], profile_atm['c'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot entropy\n",
    "ax = axes[2,1]\n",
    "ax.plot(modelS['r'], modelS['s'], label=r'entropy [-]')\n",
    "ax.plot(profile_atm['r'], profile_atm['s'])\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "\n",
    "# Boundaries of convection zone\n",
    "for ax in axes.ravel():\n",
    "    ax.axvline(0.25, color='k', linestyle=':')\n",
    "    ax.axvline(0.7, color='k', linestyle=':')\n",
    "    ax.axvline(0.95, color='k', linestyle='--')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "31a23dfc-6140-463d-9d4c-873051d15b13",
   "metadata": {},
   "source": [
    "### All togheter"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "5e90a25f-551a-4fb1-bdc9-5093c8e1b14a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x900 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Prepare figure\n",
    "fig, axes = plt.subplots(3,2,figsize=(7,9))\n",
    "# Plot density\n",
    "ax = axes[0,0]\n",
    "ax.plot(modelS['r'], modelS['d'], label='density [g/cc]', color='b')\n",
    "ax.plot(profile_core['r'], profile_core['d'], color='orange', linestyle='--')\n",
    "ax.plot(profile_rad['r'] , profile_rad['d'] , color='orange', linestyle='--')\n",
    "ax.plot(profile_conv['r'], profile_conv['d'], color='orange', linestyle='--')\n",
    "ax.plot(profile_atm['r'] , profile_atm['d'] , color='orange', linestyle='--')\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot pressure\n",
    "ax = axes[0,1]\n",
    "ax.plot(modelS['r'], modelS['p'], label='pressure [dyn/cm²]', color='b')\n",
    "ax.plot(profile_core['r'], profile_core['p'], color='orange', linestyle='--')\n",
    "ax.plot(profile_rad['r'] , profile_rad['p'] , color='orange', linestyle='--')\n",
    "ax.plot(profile_conv['r'], profile_conv['p'], color='orange', linestyle='--')\n",
    "ax.plot(profile_atm['r'] , profile_atm['p'] , color='orange', linestyle='--')\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot temperature\n",
    "ax = axes[1,0]\n",
    "ax.plot(modelS['r'], modelS['T'], label='temperature [K]', color='b')\n",
    "ax.plot(profile_core['r'], profile_core['T'], color='orange', linestyle='--')\n",
    "ax.plot(profile_rad['r'] , profile_rad['T'] , color='orange', linestyle='--')\n",
    "ax.plot(profile_conv['r'], profile_conv['T'], color='orange', linestyle='--')\n",
    "ax.plot(profile_atm['r'] , profile_atm['T'] , color='orange', linestyle='--')\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot sound speed\n",
    "ax = axes[1,1]\n",
    "ax.plot(modelS['r'], modelS['c'], label='sound speed [cm/s]', color='b')\n",
    "ax.plot(profile_core['r'], profile_core['c'], color='orange', linestyle='--')\n",
    "ax.plot(profile_rad['r'] , profile_rad['c'] , color='orange', linestyle='--')\n",
    "ax.plot(profile_conv['r'], profile_conv['c'], color='orange', linestyle='--')\n",
    "ax.plot(profile_atm['r'] , profile_atm['c'] , color='orange', linestyle='--')\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "# Plot entropy\n",
    "ax = axes[2,1]\n",
    "ax.plot(modelS['r'], modelS['s'], label=r'entropy [-]', color='b')\n",
    "ax.plot(profile_core['r'], profile_core['s'], color='orange', linestyle='--')\n",
    "ax.plot(profile_rad['r'] , profile_rad['s'] , color='orange', linestyle='--')\n",
    "ax.plot(profile_conv['r'], profile_conv['s'], color='orange', linestyle='--')\n",
    "ax.plot(profile_atm['r'] , profile_atm['s'] , color='orange', linestyle='--')\n",
    "ax.set_yscale('log')\n",
    "ax.legend()\n",
    "\n",
    "\n",
    "# Boundaries of convection zone\n",
    "for ax in axes.ravel():\n",
    "    #ax.axvline(0.25, color='k', linestyle=':')\n",
    "    ax.axvline(0.7, color='k', linestyle=':')\n",
    "    ax.axvline(0.95, color='k', linestyle='--')\n",
    "    ax.axvline(1.0, color='k', linestyle='-')\n",
    "\n",
    "fig.tight_layout()\n",
    "fig.savefig('modelS_profiles_theory.png', dpi=200)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "74800b31-3ec8-4438-9d31-099ef9e8ac58",
   "metadata": {},
   "source": [
    "\n",
    "### Print info for building profiles in RAMSES"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "416b1fc0-6b88-499e-83ff-cf56eb50c385",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "+++++++ CORE ++++++++\n",
      " di    =  1.53865E+01 g/cc\n",
      " pi    =  7.49395E-01  x 10^16 dyn/cm²\n",
      " ri    =  0.00000E+00  Mm\n",
      " rf    =  1.73925E+02  Mm\n",
      " gamma =  1.1\n",
      " g     =  3.84779E-04 x 10^8 cm/s^2\n",
      "+++++++ RAD ++++++++\n",
      " di    =  4.05182E+00 g/cc\n",
      " pi    =  1.72692E-01  x 10^16 dyn/cm²\n",
      " ri    =  1.73925E+02  Mm\n",
      " rf    =  4.86990E+02  Mm\n",
      " gamma =  1.1\n",
      " g     =  3.84779E-04 x 10^8 cm/s^2\n",
      "+++++++ CONV ++++++++\n",
      " di    =  2.07918E-01 g/cc\n",
      " pi    =  6.58475E-03  x 10^16 dyn/cm²\n",
      " ri    =  4.86990E+02  Mm\n",
      " rf    =  6.60915E+02  Mm\n",
      " gamma =  1.6666666666666667\n",
      " g     =  3.84779E-04 x 10^8 cm/s^2\n",
      "+++++++ ATM ++++++++\n",
      " di    =  1.26569E-02 g/cc\n",
      " pi    =  6.20293E-05  x 10^16 dyn/cm²\n",
      " ri    =  6.60915E+02  Mm\n",
      " rf    =  9.83868E+02  Mm\n",
      " gamma =  0.8\n",
      " g     =  3.84779E-04 x 10^8 cm/s^2\n",
      "++++++++++++++++++++\n",
      "boxlen =  1.39140E+03  Mm\n",
      "center =  6.95700E+02  Mm\n"
     ]
    }
   ],
   "source": [
    "# Core\n",
    "print('+++++++ CORE ++++++++')\n",
    "print(' di    = ', '{:.5E}'.format(profile_core['di']), 'g/cc')\n",
    "print(' pi    = ', '{:.5E}'.format(profile_core['pi']*1e-16), ' x 10^16 dyn/cm²')\n",
    "print(' ri    = ', '{:.5E}'.format(profile_core['ri']*const.R_sun.to('cm').value/1e8), ' Mm')\n",
    "print(' rf    = ', '{:.5E}'.format(profile_core['rf']*const.R_sun.to('cm').value/1e8), ' Mm')\n",
    "print(' gamma = ', profile_core['gamma'])\n",
    "print(' g     = ', '{:.5E}'.format(profile_core['g']*1e-8), 'x 10^8 cm/s^2')\n",
    "\n",
    "# Radiative zone\n",
    "print('+++++++ RAD ++++++++')\n",
    "print(' di    = ', '{:.5E}'.format(profile_rad['di']), 'g/cc')\n",
    "print(' pi    = ', '{:.5E}'.format(profile_rad['pi']*1e-16), ' x 10^16 dyn/cm²')\n",
    "print(' ri    = ', '{:.5E}'.format(profile_rad['ri']*const.R_sun.to('cm').value/1e8), ' Mm')\n",
    "print(' rf    = ', '{:.5E}'.format(profile_rad['rf']*const.R_sun.to('cm').value/1e8), ' Mm')\n",
    "print(' gamma = ', profile_rad['gamma'])\n",
    "print(' g     = ', '{:.5E}'.format(profile_rad['g']*1e-8), 'x 10^8 cm/s^2')\n",
    "\n",
    "# Convection zone\n",
    "print('+++++++ CONV ++++++++')\n",
    "print(' di    = ', '{:.5E}'.format(profile_conv['di']), 'g/cc')\n",
    "print(' pi    = ', '{:.5E}'.format(profile_conv['pi']*1e-16), ' x 10^16 dyn/cm²')\n",
    "print(' ri    = ', '{:.5E}'.format(profile_conv['ri']*const.R_sun.to('cm').value/1e8), ' Mm')\n",
    "print(' rf    = ', '{:.5E}'.format(profile_conv['rf']*const.R_sun.to('cm').value/1e8), ' Mm')\n",
    "print(' gamma = ', profile_conv['gamma'])\n",
    "print(' g     = ', '{:.5E}'.format(profile_conv['g']*1e-8), 'x 10^8 cm/s^2')\n",
    "\n",
    "# Atmosphere\n",
    "print('+++++++ ATM ++++++++')\n",
    "print(' di    = ', '{:.5E}'.format(profile_atm['di']), 'g/cc')\n",
    "print(' pi    = ', '{:.5E}'.format(profile_atm['pi']*1e-16), ' x 10^16 dyn/cm²')\n",
    "print(' ri    = ', '{:.5E}'.format(profile_atm['ri']*const.R_sun.to('cm').value/1e8), ' Mm')\n",
    "print(' rf    = ', '{:.5E}'.format(profile_atm['rf']*const.R_sun.to('cm').value/1e8), ' Mm')\n",
    "print(' gamma = ', profile_atm['gamma'])\n",
    "print(' g     = ', '{:.5E}'.format(profile_atm['g']*1e-8), 'x 10^8 cm/s^2')\n",
    "\n",
    "# Other stuff\n",
    "print('++++++++++++++++++++')\n",
    "print('boxlen = ', '{:.5E}'.format(profile_atm['rf']/np.sqrt(2)*const.R_sun.to('cm').value*2.0/1e8), ' Mm')\n",
    "print('center = ', '{:.5E}'.format(profile_atm['rf']/np.sqrt(2)*const.R_sun.to('cm').value/1e8), ' Mm')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7eb02432-125c-474c-955a-004a9596ca8f",
   "metadata": {},
   "source": [
    "## Create and save full profiles"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "b99abb5f-3f3b-466e-a1d4-703b823ffd41",
   "metadata": {},
   "outputs": [],
   "source": [
    "variables = ['r', 'd', 'p', 's', 'T']\n",
    "full_profiles = []\n",
    "for v in variables:\n",
    "    profile = np.concatenate([profile_core[v], profile_rad[v], profile_conv[v], profile_atm[v]]) \n",
    "    full_profiles.append(profile)\n",
    "full_profiles = np.array(full_profiles)\n",
    "full_profiles.shape\n",
    "np.save('modelS_profile.npy', full_profiles)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "56dd0a45-813d-44a6-9636-862b7f7e7a41",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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